{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 绘制地理投影图时transform的意义\n",
    "在绘制有地理坐标投影系的图，例如海温图，风场图，在绘图参数会用到transform这个参数.\n",
    "在绘制兰伯特投影的图时，transform为PlateCarree （等距圆柱投影）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.feature as cfeature\n",
    "import cartopy.crs as ccrs\n",
    "\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']  ###防止无法显示中文并设置黑体\n",
    "plt.rcParams['axes.unicode_minus'] = False  ###用来正常显示负号"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
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       "\n",
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       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
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       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;sst&#x27; (lat: 89, lon: 180)&gt;\n",
       "array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "    time     datetime64[ns] 2017-07-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'sst'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-67960ec3-377c-4088-ad1c-66334117b758' class='xr-array-in' type='checkbox' checked><label for='section-67960ec3-377c-4088-ad1c-66334117b758' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-1.8 -1.8 -1.8 -1.8 -1.8 -1.8 -1.8 ... nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-672fd2b7-2bdc-4811-9e27-cd5041e0012f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-672fd2b7-2bdc-4811-9e27-cd5041e0012f' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-e8b9469e-7d39-4267-b64c-1813666a851b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e8b9469e-7d39-4267-b64c-1813666a851b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fea2096a-70ba-4905-9020-cb44925a3677' class='xr-var-data-in' type='checkbox'><label for='data-fea2096a-70ba-4905-9020-cb44925a3677' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>actual_range :</span></dt><dd>[ 88. -88.]</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-d857070e-e127-436a-9a0a-ea4197b28185' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d857070e-e127-436a-9a0a-ea4197b28185' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90b903bb-04ba-4b59-b688-546ef54277ff' class='xr-var-data-in' type='checkbox'><label for='data-90b903bb-04ba-4b59-b688-546ef54277ff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0. 358.]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
       "       216., 218., 220., 222., 224., 226., 228., 230., 232., 234., 236., 238.,\n",
       "       240., 242., 244., 246., 248., 250., 252., 254., 256., 258., 260., 262.,\n",
       "       264., 266., 268., 270., 272., 274., 276., 278., 280., 282., 284., 286.,\n",
       "       288., 290., 292., 294., 296., 298., 300., 302., 304., 306., 308., 310.,\n",
       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2017-07-01</div><input id='attrs-b801879a-74bc-4c35-92c5-a80f47873a40' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b801879a-74bc-4c35-92c5-a80f47873a40' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a24ba8d3-816c-4dba-a905-41a155f351c1' class='xr-var-data-in' type='checkbox'><label for='data-a24ba8d3-816c-4dba-a905-41a155f351c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>prev_avg_period :</span></dt><dd>0000-00-07 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[19723. 81053.]</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2017-07-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1c705765-20e7-4ec7-b8f6-f5269e45421c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1c705765-20e7-4ec7-b8f6-f5269e45421c' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Monthly Means of Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>var_desc :</span></dt><dd>Sea Surface Temperature</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>dataset :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>parent_stat :</span></dt><dd>Individual Values</dd><dt><span>actual_range :</span></dt><dd>[-1.8     42.32636]</dd><dt><span>valid_range :</span></dt><dd>[-1.8 45. ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'sst' (lat: 89, lon: 180)>\n",
       "array([[-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       [-1.8, -1.8, -1.8, ..., -1.8, -1.8, -1.8],\n",
       "       ...,\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan],\n",
       "       [ nan,  nan,  nan, ...,  nan,  nan,  nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "    time     datetime64[ns] 2017-07-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 以海温的数据为例，绘制全球海温分布图\n",
    "ds = xr.open_dataset('../../data/sst.mnmean.nc')\n",
    "sst2017=ds['sst'].loc['20170701',:,:]\n",
    "sst2017"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "lon=sst2017['lon'][:].data\n",
    "lat =sst2017['lat'][:].data"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# Mollweide（莫尔韦德投影）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x1d0ab5961f0>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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AFAr9q4MoK1PU8sVQKBAKhRQKhVQIAeXlikZ9PCwtdaqG2qlUUqFUSoVOJ6ROh06nq/0IsbDQKRUKFJd9yQSGv1KnAymRoJOg0yiV6hKlUp2nUCgypNSklJcXxOfnJ12U+uygOegdfbPRZ2z9R/qbmDFzs2GIlFtjWCahzxN0CLhoaPKklPJEvfubBQ8zZq4dIYQV+uq7voCvg4NvSxsb13ZSiuDKyjIvrVZrLYRSBWqlSuUkVCp3oVC4K6V0VWi1bkJKZxwd7XB3t8bT0xJfXzX+/grs7bVoNAoKCqzIy7MiP9+a/Hwr8vKsycvT/19RoY+qdHEppk2bNFq3TsfGpoKUFCcSEpyJj3cmPd0eKRtP+/Cvf63mpZdqJnKtjqNjKYGBucZFrdZy7pw7p055kZDgjJQChUKHg0MZTk5lODqW4uRUhpNTKY6O+r+WlhoqKhRcugRJSRrS0srJyCgnJ6cYjSYPtTpLCpGlkzJbp9Vm6iors6WU5TrQaIAKCwvrbKVSmVhRUXgqJyf2mJQyBX0UzSUgX5ofbGbMXDcMuYPKpZR7hRD/Rp/jxkVK+VKT9jf/Ps2YaRhD4ipfIESlsmzh7BzcWam0bqnVVvpVVpY6g9pCobBRqtV+CqXSX6nR+Ct1Ol+USl9UKv1fhcLW0JvE0bEMX9984+LqWoKUkJNjQ0aGHZmZdsa/JSUWDYwMnJxK6dIliXbtUikstOTUKU9OnfIiP9/6qs61KYJHTSwsNEREZBIZmUZAQB5xcS7s3+9PQoIzDeW4Uqu1uLkV4+5ehIeHfnFzK8bSUkNRkSUpKY6kpDiQnOxIZqYdOp1evSNlJVptGhpNChpNMqWlS7Cw0EqlskSn1WZrdbpCLWgqVSqLArXaMlVKzYWCgtgDpaWl59C/kcU3FE1kxoyZpiGE6Ie+aOcf6DPqFgMngIcbiqIzCx5mzKBPjoU+vXmIg4NPe1tbjx6VlZXhGk25C1hZWFoGKpXKcFVlZYhCiECUSl/D4o5JzbdaODmVEhSUg79/Hn5++djZlZOXZ01KigMpKU6kpDiQnW3bJG1EFQqFjrZtU+nZMwGlUnLggB/HjvlQXq5ufOdGuBrBwxQhJOHhmXTrloSnZyGHD/uyb19gowJUFVJWkJBgiaOjI8HBwYalBb6+HlRWVpKa6kpSkjXPPRdMREQEbm71m5eVykCUSi+EsEarTcfS0gU7O8/KiopYnU5XVKlUqgotLKzjNZriw9nZF/ZJKS+iz++SbtaYmLndGGFtLbN0TcsUcKii4hTV0/J/Iw21maowJDL8An3Bxn8DF6SUqUKIH9EnQFxZX/9mwcPMPwaDf0UA0Mre3rOLra33wIqKspZarc5BpXJRWVqGK3W6MKVGEypUqhDU6lAUCndEjeq5Ukp0ugKkzKOs7BBKpRdlZbsoLn6V4OBgWrXqSEREID4+PhQXtyEhwZ+EBEfi41MoL2+HPvUDSFlObu5rWFuPpLx8D7a296JW18ycfRlLy0p69EikW7dEYmLc2b07iKwsu2a9RtcqeJhiZVVJ587J9OiRQFycC9u2hZKdbdvgPsnJLdFoYmqtd3BwoKysjG7d7iMgwA0Pj3ICAgIoLCzk7NmzxMTEEBMTQ3FxseHYVkyfPp3CwkJWrw4lP/+dRkarxto6HKVSp4MyjUqlLLKyso/XaIp3Z2df2CGlPAOcqyv3ixkztwJdLC3lQS+vJrUViYmHpJRdmtRWiLnASSnlEsPn2eiTBn5c7z5mwcPM7YbBNBKmUCjaengE91WrbXsVFJRFarUVlpaWngohFFRW5iGlloIC02KjKry8dpCePgwXl3nceefD1fpdssSP0tLLte0UCgWhoaG0a9eOtm3bYm9vT2xsrGEiTKa09DHs7R9DCDUlJavIyBiNp+cW2rWr5NChV8jJOVytfy+vPVhZ9aAmFhYa+va9SKdOKezfH8DevQHNot2oi+YUPKoQQtK6dRoDB8aSm2vN+vUt6xVACgq+IifnsQb7UyqVBAYGIkQ/srKW0bJlSyIiIoiIiMDBwY/y8kzKy8vRarXoDG94VRkTAbKzsyktLSUvL4+lS5ca+7Wzexil0p38/Ms165yd22FvH4FCYSELC8/ptNqiSjs7VaIQ8nBq6tmNGo3mJPqHbsk1XiYzZq4rzSl4GOoHpUopfxRCfA5MRV908iT62kTvSyk31bu/WfAwcytjyLDZztbWuZubW+CosrKSNpWVFY5CWKjz8pIUWm3TTfnh4Q8QEHA3mzePom/fnwgNnVpt+88/O+DubkePHgNo0yYCFxcnLlw4T3a2HxkZTjg7j8Da2ouCgvOsXNkOX9+zqNUR1fro1SufX391qnVsf/9ilEqbausUCh19+sTRvXsi+/YFsHt3EBrNZbPOgAENn090dJNP3cj1EDwuI2nRIpMRI2JITXVg3boIioqs9FukjrKy3ZSWrqGg4MOr6t3Kygspc2nVqhVt27ZlyJAhKJVKioqKKCwsNGpDmsLmzZvZseNyaRs7u2Ccndvg4tIRP787qajIJi/vLDk5J8nLO65VKnMLraxs4goLE1fl5ubuQ5/SPNVssjFzs9DMgocz8Bv62kwnga/Ql4kQwEop5WsN9m/+XZi5VTDEi3f18godoVbbDtJoKsOsrZ3VPj6RSktLSzZv/qLRPnx8hnLp0kaEUGFp6cw996SgUNSvPVAotLi6ZuPllY6razalpdakp3uSkeFOSUn9ZoPNm3NRKp1rrS8r20daWm2txvTp1X+HqakZjBx5mlOnvNm6NdQYuQKNCxxV3HyCRxWStm1TGTbsHIcP+7F9ewgpKaMpK1tj2G4DXLsCoUWLh3BwcGPQIC2enp54eHig0WgoKCigoKAArbZp2ch1Oh3Z2dmkpqaybNk6pNShUNig0+UC4OLSEWfntrRt+zI5OcfIyjpGbu5RnVYbW6pSqbOVSsW+S5fOrNBqtfuAWLMwYubv4HqZWq4Gs+Bh5qZECGEHdHJx8R3k4hIwuagoN8DBwVMdHNxdERbWlYCADmRlxTFv3rBG++rd+zvCwmbU8tWoD5WqEg+PdLy9E7C2ziM2Np0tWxahUNxJRMTsRvfXaEpYtaozY8acYPXqn8jJeQAHh5fo2HEvx48fJzc319g2MjISe/vZtGw5CwBLyzLatTuOlApOnWpNaalNfYepxeHDr9Gu3RuoVFbV1l+JAHJjBA89KpWWAQNiad16D//73784c+aMcZub2xqysx+mqtSJUukH2KHVxgFNc7Nwd+9JdvZBdLrL6T9atmzJww8/jLu7OwC5ubkUFhZSUVFRXze10Ol0pKamsm3bNs6dO1dnmxYtHqF9+1dRKq3IyTlKfv5BmZe3pzIn54xGrbZI12iyVmRkZGwFDlxpLR4zZq4Gs+BhxowJBu/oMCsrmwEBAR1nFRXltlarbS2Dgroqw8K6ERLSFW/vCBSK6tEjf/75BqtXv0enTh/g5zcSR8eWKBQqKisLUans6hU0qjQG0dFQUVFAXt5pCgv34eZ2gdatHXFycuLQoUPs2bOHhIQE434DBy4jMHAsOp2W9PTteHj0Qqm0RKutID//DPn5MZSUJHPgwHN1Htfe3p4pU6bw888/U1RUZFzfps1LdOnyAQEBiYSGXuTUqdZkZHjW2v/8+YXk5BwjPX07paWplJamER4+E3//O3F2bsfmzXfSq9f/UVgYR2joFON+N6vgUUVJiSePPPIIqamp/PTTT5SV6Z3phXBEygLg6p9RVlbeODm1wsOjN0lJyykvz6WkRC/MODo60r17d3r16oe9vRNnz+YTH29LQMAJ/Pz8miyogt6HZPfu3WzcuLHWtjZtXsDPbxS2tkHY2flRWppGVtYBCgv3y6ys3RWFhYmV1ta2cfn5CYsLCgo2A0dMC9SZMdMcmAUPM/9oDBU9O7q5eY9wdHQbX1paEuLn11odFjbAIiSkF4GBHVGrLQE4f34Xnp7hODh4NMuxy8tLOHnyLzZs+C8XL+6mS5cu9O/fHxcXF/bt28eePXtQKDrg6toVF5cOODq2xMEhtJo5ZsOG4Vy6tAG12pHKynxA4OgYga+vAnt7e/bt20dkZCQpKSkEBwfj4uJC37590Wg0xMXFERMTQ1KSDenp2wF46KFSOnU6RmmpFadPt0ajqW36kVLyww+NVziYMqWIysoCbGy8m3xNTAWThgSPhkw8V2PWqaJLl0QSEv7Ex+c0/ft35Ouv/1uvJgGUwNUXbJ02TYNWW0p6+k7S0rbSps2LSKmhvPwc7u7xhIZWoFQWsXv3XmJidFhZdSQy8jShoaFXdByNRkN2djbHjh2jsLCQEycuJ3G0tvZm8OAVuLp2RggFUkoKCs6TmbmbgoLt2oyMfRUWFpYlZWUpv2RkZKwD9kgp86/6pM2YwSx4mPmHIYSwBLr7+4dNVChUd0op3MLCuqmDg/urwsP74OkZVufbpVar4cEH1cya9TO9ek2p3XETkFJy8uRGtm37H0ePrkKjKScyMpKBAwcSGhrKhQtFJCR4YGExiLKyTNzcugE6Tp36Dy1bzkYIQVraFoqLk7l4cRHp6dHV+u/bty99+vTB0tKyzmNnZWURExPDpk3VHbxdXDoRFnY/vXuPpX37WLZty2Pbtj/x8OhDcPAkLC2djG2zsg5x8uS/6NbtM1at6kxFRQ4tWszCw6M33t5DyMraT3b2ARwcWhAcPPGqrlMVUVHVBY+m+pNUcTUCyIABkJCwjK1b78bDw4PZs2dz/Phx/vhjBVIqkbIEO7vHsLLqjlrdDhCUlKxEp8siMrIVe/c+auipulCiUFig01VXHISHz6S4OAk/vyhsbPzw8OhVS0izsCjH3f0U3t4JFBVlsH79Yg4ePI21dSj9+/sSHh5e5/1uiBMnTnDq1CnOnj1bbX1Y2AwiI5/D2Tmy2vpOnTK5cGE3Z8/uIj4+ury4OLdIypK/0tLS/tTpdNFSypwrGoCZfzxmwcPMbY0QQgV08vYOHGdpaTtBp8OrZcu+FuHhQ5QREf2aTXtRH+XlxSxbNofjx9dy6dJpAJydnRk4cCADBoygqMiTtLQOZGbaEh//B3v2PFJtf3//sSQlLUeptEWhUODi0hEfn0KOHDlibDNp0iRatmxZ7xh+++03Tp8+Xec2W1tbXF1d6d69O5GRkXz66aeoVCqysrKMbUydTXU6DZcubeLChe+Jj18CQIcOHVi5ciXe3t6oVCpmzLjy61QXo0atZvXqG2tqqSI5eT2bNkVxxx3bGTLkIE5OTrzyyiukp6ejUCjQ6XT4+Phw6dIl4z5C2CJl7WgVKysvysrSTNqpaCCRIu3avUZw8EScnNpUE4JtbIrx9b2It3cyJ04cZNWqX7lwQS88dOjQgaioKCwsLJpslsnJyeGzzz6rc1uvXt8SHDwJtfqy03KV4FdRUUps7F7On98iT5/eWFFUlFOo1RYtT09PX6bT6XZIKQubNAAz/1jMgoeZ2w4hRJibm/d4BwfX+ysqKgLCw3tYhIcPVbVqNRBnZ9/rfvzs7ES++24GeXmpXLp0pmpMDB78ACNGjMDR0ZXk5BBiYy1JStpOfPxvJCT82Wi/06ZNIyQkBNA7FWo0GiwsGs/CuWHDBhQKBd26dcPOzo6ysjJ++uknxo8fj7u7O4GBgSQnJ7Nz506klHTs2JEPPvgAAAeHcNq2fRlHx1aUl+dQUZHLjh33AdCiRYtaZog333yTxMS3r+h61UVeXgxTppxl1apRtfxpGkOn06BQqBpv2AjR0V2Ijz/ElCmf0b//UIqK1vH555/j5vYEJ068hpWVFXl5eahUKjSaRmveARAcPIWcnIPk59dOTFb/PvcSEjIZT8++WFg4AhJ390wCAxOwtMzhzz8/JTo62uiPAnrtxahReh+hhpBSkpCQgL29PZ9//nmt7UqlNT16fIG7ey+cnPTCbU3NU1lZEefO7eTChS3y9OnN5RUVxXllZbmLMjIy/gD2N5Su2sw/E7PgYeaWRwhhq1AoBoaERD5SWlrSx8enpXVk5CiL1q2H4u4ewsCBdb8BlpWV8eSTL3Py5EZSU6trBBYs0KJQNO7HUJPk5JO8/npb42cvryAmTfoX7du7kZvryvHjsGrVTLKzD6JW2+PkFElm5t5G+3VwcODZZ5+94vE0hIWFBYGBgWRkZJCfX91sP2fOnGqfvby8SEu7/Nb+8ssvY2Vlxf79+1m7di2TJ0/m119/BWDgwIFIKcnOzsbGxobBgwcTF/dCNZNNTRYu1P+dMUMfEXPq1Kf88ssC3nhjI717f1utbV0ml+hoEOIB0tPTWbt2LQCDBw8mODiYV155BYCgoCDjPW2KVqZHjyKio/9HYuJRjhxZjqOjDW+99R7ff/8N+/btA2DmzJmUlpaiVCpZtmwZAwcOZNu2DpSVfUlAwFjKy3NJTFxaq29n57aUlWVRWlo9iOSOO+4gJSWFqKgofvrpJ1JSUmrt6+MznBYtZuLp2RdHRycCAhLx80smMbGMr7+eWU0LU8WsWbPw9vZusjbkyy+/JDMzs85tffp8T2jofQihqHYvdDotDzyg4vXXd5Obe4mYmHXas2e3l0Pp/uzs7F9LS0vXGgromfmHYxY8zNySCCHCPT39p1pb201TKNRebdoMt5w0KUp06dK7lhYgNzebv/5axquvPmzMHtkYX39diJVV/SnAdTpdnYJJenosL70Uho+PD3feeScdOw4hPb0DZ8+qOH78Sy5c+J7y8iyCgiZQVrbDOJn7+Y3k/vs7kJeXx5o1a4iPjzf2+dJLL2FtfXWF1urDxsYGf39/EhMTKS2tndhs79695ObmMnDgQKys9CGxBQUFWFlZ1atlKS8vZ+/evZSVleHh4YGdnR05OTmsW7eOPn1+wt4+CEtLF6ytvTl5cp4hW+t5OnbUmy3s7Ow4dmwYOl0FubknefnlcJYs6cSoUYENnktGxkVefPGyw+WoUaM4c+YMXl5e7Nq1C8DoB+Hn54enpydCCPLze+PrG4W1tSeDBrnh4OCORlNBXl4qGzZ8ysaN/zVmGO3d+34yMy8yevQLtGhRzvHjJ5k//4Nqfhv29vY895w+iuj48cnExHzDqVP/Nm7v1Ol9YmK+obg4HhubAEpKEmudi0Lhha+vGktLSy5cuGBc7+8/lpKSJLKzD9Xax8WlM1FRW/D3LyE4OA6QKBTufP750xw/vrZaWweHFkyZMhhPz9qRSjW5dOkS33zzTb3bu3SZR5s2zxuFD51Oxw8/PMLIkS/j4aHXzEkpuXTpNKdOrefEiVXlOTkpRRpN4R/p6em/ALullFfvnWvmlsUseJi5JTCkHu8eHNzqESHE+ICAUKvhw0eLgQOj8PK6bD5JSornjTceIzp6XYP9de3alfLycgIDA/Hz8+Orr74ybluwYAEzDK/E33xTjKXlZTv3hg3/5ddfnwZg6tTP2bjxvzz00E+MHatm9uzZjB49mry8PKytrdm2bRtbt24lIiLC6Mg3adIkLly4wMGDB419vvjii9jYVM+RkZCQgKNj46ryq8He3h5vb2/i4uKorKxsfIdrIC8vj08//RTQT/pFRUUUFRWh0WgQQiClZODAgRQUFKBUKklJSSE9PZ2BAwfy+OOPM2bMGH74oe6+i4tzOX16M5s2fU5lZRl3390PGxubOgVCKSW5ubnk5+eTk6P3hczNzSUuLo7c3Fx0Oh133nknv//+e619e/fubRRgAFxcXHj00UfJycnhl19+obi4AoXCAkfHlvTo8RVduqxCo9GwevVqzp07R0nJ5QRkHh79yMjY3sAVswYaz3AbEBCAtbU1MTHVTTb336/D3r6IsLBYHB3z0WhceOKJ7pSX1+7z4Ycfxtu78YgjKSVFRUVs2bKFXr16kZ+fz88//wzAwIF/Ehh4d5Mdf8vLizl9egunTq3UnjkTXSZE2da0tLTvNRrNX1LKosZ7MHM7YBY8zNy0CCGsFQrF0Fat2jxTUlLctVOnAbYjRoymT58hWFvrJ+qkpHiee+5+9u+v/TBXqVSo1WqGDRtGYGAgtra29UYAnDx5ksOHD3Px4kXmz5+PTncPmzd/ybJlbwFw773/QQgFixc/j05X22TdpUsX7rrrLrKysoiOjmbw4MHY2dmxZMkSYzKqzp07c+hQ7TfWV1555YojE64WJycn3NzciIuLa3K2zGtBp9PxzjvvEBYWxtSpl9O+Z2VlsWHDBlxdXRk2bFg1E0BJSQlHjhzhwQcfZNKkSWzatImkpEG1zATvv9+Pc+d20Lr1YB59dDHZ2V9e9ThTU1M5e/Ys27ZtM67z9fVl2rRpWFpaotPpKCoqQqfT4eTkRGVlJS4uLmg0Gr788ksSEy9rLywsXKiszMXa2rqa0KHPMFqCEBYIoamlffP09CQ9Pb3GyKzw93cnKSkJKysvvL2HEhf3U7UW/v7+JCUlGT4JqnKN9OnzPlFRUfj55WJh4U9iohZQcvbsNhYunGnc/+mnn8bR0bFJZphTp05VE858fIYxbNhfVxxxBPrvRnz8QY4fXy5jYtbrCgoyDufl5f1QXFz8p5QyrfEezNyqmAUPMzcVQghrtdpiZHh4xEsVFRWRQ4aMtho69C7RoUM3lMrLToZJSXGsWrWEjz56peb+jBw5ksjIyFrmicrKSjZv3szAgQOrTfRSSuLi4vjpp5+o7ztoZWVHt26TcHHJws7OjoMHD2Jvb8+4cePw9/ensLCQ8+fPY29vD4BWq0UIwcWLF9m0aVM1/4jAwEASEhKwtLTk+eefR62+PkXWauLs7IyLiwtxcXFNNjk1B/WZpRqjTZs2vPfee8TExFBSUkLfvg8waNCjBAfrn0FJSSfYuvUrDh5cSuvWwbi7u9OuXbsbdj1BLyxYWVmRkJDA6dOn+e2339CH0kqsrS2rmbECAwOxtLQkISEbna6gTm3T448/jk6nY9u2bcZIpJYtn8DOLpCDB19ArXYgOHgytra+HDnyhnE/IRywshrAPfc4s3Xr1mqCkKWlJVOmvE737i2wsWmNVhvBiRNb+PjjEdWO/dJLL2FlZdWgAFJWVsaCBQvIyMgA4NNPL+Hk1PQ8LfUxYAAkJl5kw4aVrF//e3lKStyF4uLiBQUFBYvM2VRvP8yCh5m/HSGEjVqtHhUe3vLFysrK1sOGjbWKirpHREZ2MD4EY2PPsnz5r3z++Vzjfp069eTw4T2EhYUxceLEBiccU5W/l5cXY8aMITU1lf3791cTCkwJCgqia9euhIeH1/JrcHR0xNPTk+LiYjIyMqpNIlUmFlN8fHwYMWIEfn5+RrW/i4vLVU3IV4OLiwtOTk7ExcXVK1zdTFSZW44cOUJKSgo//vijcZudnStPP72asLAeFBf/wfz573Pq1OXw4rFjx9KhQ4cbNlZ3d3dsbW2NfjlV1WcVCgWVlZX8+uuvxMXFAXrBoipFOuiFssrKSmMUUVRUFN27dwf0gvKJEydQq9Xs3VtMSsp643533LEXS0sn4uN/x9W1C56efdi8eTRZWQm8+upU4/fK1ElYrVYzZMgQhg0bhqfnCMrLQ9mzZwmbN39JbKzewbl9+5HcdVfXRs956dKlHD9+HIBJkz5mxIj6HZ+/++5BduxYwPPP/4W7ewhbt37N+vUf07v3/bRvP5IuXe6uFrk0YACkp19i/fqlrF69uDw5+WJscXHxQoMQYnZOvQ0wCx5m/haEECqFQjE0IiLyTY1G037YsLFWd9xxj2jdur1R2MjNzWbixAEUFRVw6dLlN7ipU6cSEBDAgQMH8PGJ4Icf9AXZLCwsePXVV6sdp8rhcevWrSiVSiZPnsxPP1VXVVcRFRVF27Zta/lbmGJvb4+XlxclJSWkp6fXGUaZkpLCqlWrqKioYNSoUQQEBKBSXXt459Xi5ORk1HTcKr+xb7/9ln//+9+8++5CWrToQ1LSSkpLSzl58iQAbdoMp6KimHPnduLm5kFWVoZx3xkzZhAY2LBDanPj4eGBlZVVNU2DKRqNhm3bttG5c+d6/XaKi4uxsLAwCtCmwnJdREXtxNOzt/FzXNwStm2bBEBo6P3cd19wregk0Jsghw4dyqRJz2NhEUB5eTCpqReYO7cHJSV5uLj4kZOTzAsvvIBSqTQ6F5vyxx+7OXlyg/HzN9+UYmFRux3A9OkNm3CsrR0oLS3g7rvnMmDALGNunSrzTUZGapUQUpGcfPFcfn7+/OLi4sVSytz6ezVzM2MWPMzcMAx1ULpGRLR+paKifOiAAXdYjxkzVdG+fVeEEJSVlXH48B7efns2MTEnjfv5+/szfvx4HBwcyMjIID29mKVLf6zWt0ql4v7778ff3x/Qv0lu2bKFnTt3Vmvn4uKCr68v7du3JyAgoEl5MEAfBeLj40N5eTnp6elXVMjr78TBwQEPDw8uXrx4Q80rV8r//vc/Y+hoaGgoUko+/PAjFi06zeHDy7C0tOXcOf297N17Gg8+uICVK99l+fI5eHr68NRTbzF//lwqKysJDg5mxIgRDR3uuuDl5YVKpSI5ObnZ+qwScDds2EBqanWLg5WVPXZ2rfHxGUJ4+INs2XIXubnHqrXp3v1z+vSJ58SJE+zYsaOa6adz59e5665p+Psno1aHUFERQFFRLrt2/cCiRdU1GP369WPQoEHGz2VlZXz44YfGcbz77nHc3ILqPY+VK99j6dLXq63r23cY99//BP7+wXz33ToOH17IhQtnUKlUnD5dzO7dFrV8R1JTk1m5chErV/5alpeXeSA9Pf0zjUazWkpZhplbBrPgYea6I4QICA4OfU5KOa19+252d911v6pPnyFkZ2fw9NNT2bNnq2lbhg27i6Sks9x9993k5+cTGTmQDRuWVxM2VCoVHTp0wNfXl8DAQFxcXKod88KFC0bPe3t7e4YMGUJ2djZBQUEEBwc3OZ+BhYUF3t7eKBQKLl26RHl506qR3gzY2tri4+PDxYsXb4gj6bWwceNGDhw4YBToXnttJ1265JKfP4qiomwOHPiDH37QZ3WdPv3/8PQM59FHB3Ly5BEWLPiUkpIi1q+/nC/jtddeu6G+HlX4+vqi1WrrNd9dKVqtlrlz59Za7+YWjIuLH35+bdmyZb5xvZ1dCMXFidUyo1pZeeLjM5jOnStRKBQsWbKkWl+jRm2gXz9fQkIyKStriUbjAYhaYcp33z2XUaNeJTFRPx6NRsPZs2f5448/ABg7dg6jRr2CSlW/MK/VakhJ+T+srKz5+OM3SE/X5xzx8wvivvsew9nZlRdffJCPP/6BceOmNXhtzp49wYoVP8u//lpeWlZWtO7SpUsfA3uleSK56TELHrcxQogooBWwTUpZO5zi+h7bys7Obpy3t//bTk4u/hMnzrTo1284n3wyhx07NpCcHF9rH3t7ex599FEWLVpk4qV/GQ8Pb9q3b0NISAheXl4NCg+VlZUcPnwYNzc3goODr9iXQqFQ4OXlha2tLampqdUquN4KWFpaEhgYyMWLF5ucVfN6UVpaikajMTre1odOp+PSpUt8++239O49jeefn0B+fvWU6fv3/878+fcYP8fGalAqlTz++ETWrPkNAG9vb2bMmNFkbVZzExgYSFFREdnZ2c3SX10+Q++9d4offniYoqIcLl06bTSPWFnZM3z4blas0CexGzhwKU5OkZw48S8uXFhQ7zEcHFoyefJBIiPP4uVVQWlpJDqdAwAVFWWsWvUuR46soLy8GDe3YEaPfgNra30EkFarJT093Zjzo7EcOKZajDVrfufs2ePs3r3F+ExIT7/El1/+xsiRE5p0fXQ6HXv3buP337/T7N696VJFRcW3ubm5/zNHxty8mAWPWxghxHxgnZRylRDiO6A1sEZK+a5h+wvAJ8CjUsra+ZD1bb4HLkkpXxVCzAGQUs65hjG1b9my9dvl5RVDo6LGWdvZOYmakSegz+kwYcIEHB0djWmb48+eJXpv9Sye48bdj4uLO87OigZ9L5oTFxcX3N3dyczMNOZ8uJVQKpWEhoaSkJBwwzU0JSUlFBQUoFAocHd3JyYmhsWLFwMwbtw42rZtW2ufyspKYmJiWLduHcXF+lonrVoN5P33n60leOjbl3P8+Dq6dLGmf//hpKWl0KOHH9D03BTXEyEEoaGhpKenU1jYvGVLqnw2Fi7UIYRAq9Vw7twOwsP78MQTLpSVFXHvvf8hIKATX345DkvLELKzD2BtbU1paSlWVh6UlWXU2/9dd8UQGOhOnz4n0WicKCtrCeg1R1JK4uMP8f33s0hIOEJk5FBUKktmzPiGvLxvWLt2Lfv37wdg1qyf6dFjUoPp7q8mBLcufvnl/3jttUeYMeMpnnrqLdau/Y3ffvu2PCPj0qGMjIx5BlOMOW37TYRZ8LhFEUL0BZ6RUt4thLgbGC2lnC6EWAB8IKU8L4ToAgwEfpRS1kwQUNXP98BIwB94Ga5c8BBCWLu4uE1zcnJ+MyyslfuAAaPUP/zwOTExl8tvDxkyhODgYHx8fIyaivLycg4fPsz+vXtxdnSkZ8eOpGVmcvTMGZ6eMYMitbrZM3Y2hLW1Nb6+vpSUlJCWlnZT+0TUx/Wc9BqipKSEP//8k6SkZCoq9MLO4MGPs3mzPrfGvffeS1hYWLWQaJ1Ox5o1azh69Cht2nSmR4+n6Np1Aunp53Fy8sbHZ1edgkcVVRNXx45u5OZmNzktuJSSY8eOsXz5cu677z4qKyuxsrIiKCjomq6BKddL+KspeJhSVJTN/v2/0779HVhZOTB7tjtarQZbWxeKi3No06YN/v7+nD5tTUKC3izVuvUzlJdnERv7Ey4uncjJOUxo6DT69v2egIAk2rePpbw8lIoKf/Q5QvSUlhZw/Pg6vvpK78w6YsTzdOgwCo1mNTt37mTv3r1YWNjw7rvH8fAIpT6aQ/g4ffo4d9zR3vh53bpjtGrVjpiYk/z227e61asXZ2i12p+ysrI+lVLWzidv5oZjFjxuQYQQauAEsBbYBgwG1ksp1wohJgHWUsqFTezreyAQ+Bm98NFkwUMIEd6iRct3Kis1o8eMmWJjaWnDv/71Uq12s2bNwsfHp9q6Xbt2sXHjRlqGhDCif38+XbgQZ0dH7hgwACEEPy9fDujV5g8//HBThnPVVJlVrK2tSUlJqVZs61bDz8+PsrKyatVlrzfnz59n7dq1jBlzH6+//jFPPTXFaPYAaNu2M6+//h++++49SkpKqKysxMPDg3379lFWBo888iutWw+u1a+j4+pqgodOp+Pnn59g2LBn8PIKB6B/f8m6dX/y2GOX1fKurq48+OCDdWrIdDodS5YsqZXxE/TmqSFDhtClS5cm+wA1hJWVFQEBAcTGxjabj01JSQkfffQRkyd/yrBhTzXavqAgEzs7V37//WXWrZtHv379GDBgACUlJezfv5+kpCRjqG9U1C5iY38iIGAslpbOnD07n379vmLEiAsoFAWUlrZDp6ttLrt06Sy7d//Ixo2fUV6u11gFBHQkMVEf4jxgwMPcf/9X9V7T5tJ8aDQa/ve/jxk/fjru7pdTwpeVlbJq1WJeffURaW1tFVNYWPiklHKLlPLWe7O4TTALHrcgQogH0WspHgOeRK+p6CSlPCaEGGb4/8Mm9vU9sBp4Eb0g06DgIYRQWFhY3hEUFPKJu7tXwNSpj1ukp6cyZ86T1dqp1WpmzJhRTeCQUnL27Fna+PjwxiefNPl86woJbC4cHBzw9va+Zc0qpri6umJra1tvSOeVoNPpGDXqETQaDQqFApVKTXZ2Bj/++CWFhfncf/8TdO7ci5kzh7Jp0yaeemolHTveCUBGRiwffxyFTpdHfn6BUQMCMHv2G6SlpfDbbwv4+OMfcHaeWq//TU3BQ0rJiy+GMWLEcwwe/BgAQUEXGDAgvNa+P/ywnri42sX3zp07Zyxm5+sbSEpKAgBqtQWWllYUFRXUOZaq72BFRQUqlarJPkOOjo7GUObmIjY2lkWLFvHss3/RuvWgxncAEhOPs2nT55w+vYmsrPhq+US0Wi0LFiwgJSUFCwsX7rrrDJmZ+9iyZTQAnTt/SO/eM+jX7yyVlR6Ul4ejT5JWHZ1Oy7FjaxFCcOnSGX777UXjNhcXP/7zn9p+W6Y0lwBSH5MnD2b37i04ODhhaam+VFFR8XF+fv435lTtNx6z4HELIoT4AlgtpVwvhGgFzAdekVLuNZhdWkop329iX98D3wKzgAAgui7BQwhh6+3t85ilpfUrffoMcZw+/WmFZekF9tXx5liFu7u7MYmSRqMxppxWq1RodTp0Oh0WajUVhuRb1lZWVBocIa2srLCysrqih/yVUuV8WFlZecvkt6gPhUKBWq1uFrV+SUkJxcXF6HQShUI0qZ5LUFBnACwsComNjTVmwNTnprDE3z8EpVJpvOYajYbS0oZzmyiV+Wi1jo0e28KinNLSYuzsHCgqKqCwsIC8vGwcHJwoKyuhoqIChUKBp6cnubm51TRaFhaW+PkFoVLpC7OVlOjHC1BQkEd6egoajcYYIVN1LWpq8BpCrVYjpWxWJ9/y8nKys7OxtnbE3t4Va2unBrU0Op2OgoJ0nJy8iY8/hIWFNW5uztW2V1RUUFxcTHl5OTY2NiiVymrmOktLV1xdPbG21qLTWSNl/f4bl/vVkp+fjq2tMxYWTTObNuKDfM2kpiaTlBTPsmUrSEu7lKXVapelp6e/J6VMuL5HNlNFcwseQggXoDNwREp5Rerevy/D0q3HBSDE8H8XIAjoA+wF2gP1SwP18wlwGIg2XSmE8AsPb/leSEiL8RMmzLB+ceJw4eLkxILffuPBl1+us6P27dszbNgwduzYwYoVKwB4ePJkXJ2ceH/+/GptoxctYsuZMygUihsWOeLo6IiXlxdJSUm1ysHfilT5E8TExFxTfpH8/HyWLFmCg4Mr8+YtpG1bvTCRmZmOi4sbWq0WrVbLb799x65dmxk8eBTZ2cH4+bUlJiaTEyfmsnLlSqKiotBoNMZ7f//9T3DnnY9XO1Z0dOPjcXRcTVHRgCaN3fRteevWtTz//Azatu3MiROXg7neeOMNfv75Z6P24amn3uKZZ55rtO/i4iKWLfuZ119/tNr67t27M3z48CYJxqGhoaSlpRmdZ5uD1NRU/u///g8Af//2zJr1E/7+tZ13q1CpoKgIFIow/vWvEWg05bRs6UuXLl2qRRy9/fbbODg4VPttdO3alSNHTqHRlNCt2yweeGAcTk7elJVFUJf2wxS1Gioq9EtTKCq6vtqP4cOrCWhur7zy0UMbNy6739fXd1d6evrrGo1m9/U7upnmRgjhjF5rvwb4jxBiEPAhNYIt6t3/Vn/rvFEIIeyBBYAnepfzScBKYDMQBfSQUjZpRq3SeEgpdwohojFoPIQQLSMiWn9pZWXd+6UHplmOHzHC+NaXm5/P7LffNvphVHHPyJEEtGrF6tWrSUlKotDwkLWxtqZnx45s3q3/PdtaW9MyNJTOvXpd0ZvjtaJQKPDz80MIQXJy8k2f26KpBAYGkpeXd9VCVEVFBaWllnz33Sc89tgrPPzwC032cYiOhtOnt/DRR4Np3bo1AwcOxN3dnTVr1nDgwAG++WY5w4aNqbVPU6hpajFFSklOTjKurvqEcfVNVOXl5cyf/wH//e/bdOnSm4MHL1eZDQ+PZOPGk3XvWAelpSXcdVdPzp49blzn5+fHgw8+2Oj1UqvVhISEcOHChWb93mm1WgoKCoiPj2fLll307fsA/v7tiY/3xsOjN0qlXsNU8/pkZsYRHf0/Skvz2bNnIX369KFnz57VhKjDhw+zcuVKJk6cSKtWrdBoNBw8eJCYGGcSEpYwbtw0xo2bTEVFN3S6xjVTV8r1Ej7uuad/nUUlbW3tcXd3rSgtLY3Nzs5+UaPRrDHnBLk+NKfGQwjRHyg3aPz/DRwAomoGW9S7v/keXz0GqW8osP1a4tdVKlX3sLAW/+fm5tVqzsMzLAb37m18qB47c4YOI0fWud+8V17ho//7PzJr+En4e3tjb2dHny5d+GbRItq0aUP//v2r1au4Edja2uLr60tGRgZ5eXk39NjXE2dnZ+zs7OrMe9IUkpOTWbv2Lzp27Mnzz79LcHBtf4mG2LdvO488cjcDBvSjffvLkQVHjhxhxYoVnD5dhI2NrXF9U4UOaFjwKCjIYPHi5xk+/FkCAzsAdU9Uv//+PS+8MMP4+ZtvVjBrll4Qmj//D+64Y1zTB2TgnXeeYcGCT42fPT19mTJlIg4ODg3u5+DggIuLi7GmS3NTlWI9ODiYiooK0tPTCQkJ4b777uP8+ZcYNOhyQrXy8hL27/+NjRs/Izc3BQ+PEITIYvz48XWmSK/Jjh072Lx5M/7+/jz//Nu4u/eloiIU08iX5uJ6CCBpaSncd99wzp8/ZVxna2tH795D2LRpJR06dChPSUm5VFxc/HZRUdEv5nDc5uV6+HgIIfoB76K3CPzR1GALs+DxN6JUKgeEhIQvaBMWGvTqww+JriaTyPm4OGa//Tbrt9d+S6jJE/fdh5eHB7+uXKk3rTz/PL27dOGdeuqj3AiqEoElJiY2yV/hVsHCwoKgoCAuXLhwxaG/+fn57Nmzh5iY83z44bcMHz72io8vpSQqqj1PPz2HtLTLodNZWVl88YW+fs6xYzk4Oup9Ca5E6ICGBQ+A7OxEysoK8fWNNK6rmqT279/BPff0q9b+0KEMMjIu8fXX83jssZeJiGhzZQMyYf36pTz66PhqvkFubm706tWLTp061bufn58fJSUlN8SRuaKigvPnz3Po0CFycnLo3LkzoaEz6NRpDFZWdmi1GubM6UpS0lEABgyYRWbmLiZMaFrirszMTL7++muEEEyePJmwsNa4u0/H2tqz8Z2vkOtpeikrK+Puu3ty+vTRWttatmypzcrKyqmsrHwvPz//aynlrZO6+Cami5ubPFjPS2xNxI8/JgCmfhvfSCm/qdZG/3b8BeBnaPtZU4MtzILHDUYIIRQKxYCQkLCFXVq3DnzzicdoFRZm3H7oxAkGTp5sNJnUxNbWlrFjxzJt2jSEEDz11FOcOXMGgJEjRzZbWOLVolarCQgIoKioiPT0OtOY3NKEhoaSmppKSUlJk/fRarVs3ryZgwcPotPpeO+9r5k48cGrOv6hQ3t4+eWZTJ48odp9Tk4uQKvV8uSTr+Pi4kZQkKBbt4lMmPAh7u5BTe6/McGjLtLSzrNly4ts2LDcuM7BwYlNm07j4eFNfPwFbGzs8PBo2ttWQ0gpmTFjJNHR66qtv/fee4mIiKhzH4VCQVhYGHFxcTdUCE5LSyM+Pp74+HjOnj2Lg4MnLi5+BAV1wcXFn7Cwnuh0Wr799h6efvrpK+q7vLycXbt2UVhYyLRp01i4cCGhoeNo0aIvERH9m805/HpHvWi1WkJD63Y1tLOzw8LCIk+j0bxdUFDwlVkAuTauUPBoclSLEGIuMB6Y0dRgC7Nz6Q3CIHAM9PLy+u/A7t1bvfnEE8qWodWT/Py0bBnTnqvb8W7ChAlER0eTm5vLL7/8wi+//IKdnZ3Rdv3iiy/esCyj9WFvb4+Pjw/JycnN6tB3s+Dm5kZpaekVCR0AhYWF7N592Xduy5Y1ODm5Mnz4WFauXIyFhSUjRtzVpL5iY8/Stu1l4TI7O5s9ew5z8OAuXn75X7i4uAEwatSrHD++lhdeCObbb8sbrOVxtZSWFrBx42fs2fMLqalnAb1Tq5OTG8eO7cPOTm8GCQoKa6ibK0IIwXffreL++0ewc+cmLC2tKS8vZdeuXYSEhKBSqWoJ3jqdjpSUFPz9/bl48WKzjaUxvLy88PLyokePHsTFxWFlZUVlZSWJiRYcOrSUvn1nMHdud8rKtGRlZeHm5tbkvi0tLRk0aBBSSg4cOMDdd99NUlIi8+YNQafT8cor24iI6Nd4R38zpsntAOztHSks1PtNGRzfndRq9ScODg7vOzk5vZWfn/+ZWQD5+xFCvASkSil/BJzQO5Y2OdjCrPG4AQgheri7u/88pFevoLeefFJpa23N+/Pnc+jkSZJTU7mUcTmd8jMPPMAnC6rXdwgICMDf3x9/f39CQkLIysqitLSUwMDAv7X0uymenp7Y2tqSkJBw2ziQmqJWqwkODub8+fNXFQa8f/9+1q5da/ysUql49tm5fPTRKwwaNJIFC1Y3qZ8FC/5LQsIFgoPd0Ol0LF78J1FR47nnngfw8fFHCFHNvFJaWoC1dcN+EKY0VeOxaNFz/PXXfwAYNOgJRo58gYiIbIKDw7G1rb9mSHMhpSQ4WP9W7+TkQl7eZTPKCy+8gK2tba19fH19KS0t/dtzx0gpOXoUoqP/j/vv/5pdu37k0KGlPPLII3g10QZfF1ZWVpSUlPDJJ58YQ3KHDp1NVNQLuLj4XVFf11vTYcq5c6cYNkxvgntx1iw+MtSfsbayYljfvqzYuBHQC1tCiEoLC4vZBQUF/5NS3n4PmutIc2o8DP6NvwGWwEngFWA7TQy2MAse1xEhROsgf/8Nefn5vk9Nn87MiRN5/eOP+WHpUlRKJSpDevLc3Fzatm1L+/btCTMxuxQXF6PRaHB0bH7v9eZCqVQSEBBAWVlZrRLitxPBwcFkZmZedfixVqtl165dZGVlMWbMGObOnYsQAiklX3yxhFGj7mm8E+CDD17CwcGRjIxz/PDDDwCsX3+cli31IZ2N+XQ8/bQvLVr05dFHF9VpkqsrgZjp/xcv7uPQoWWsWzcP0KftnjRpnrHNjZywDh3aw7hxvYDqb8p2dnb07NmT3r17V2uvUCgIDw8nNjb2by/iB3DixAmWLVuOTqfFz68tOTmxDBgwgC5dulyVqaSiooLt27czffp0Ll68yIEDB1CrO7J+/cdMnfoFgwY90mgfN/L+mRKoi+OVjz7irx07OHJK73w6on9/9h49Sn5BgfF7+Prjj7Pt+HF5/vz5vNzc3Fnl5eV/mqNgmsb1MrUY97mCYAuz4HEdEEL4tY6IWFZUVNQlMSWFsKAg2kVEsHXvXu676y7ypSQwMPC6Jem6UVRVY01PT78tcnPUh6OjIw4ODlcdxVKTsrIyPvzwQ7p06U18/Hk2bz5rdAZtjH/96xXUagsyM1PJzs5k8uRlV3TsHTt+YMmS53jvvVM4OnqSmhrDmTNbCQnphq2tM2Fhp/j119NkZMSSn3+Jo0f1mpiIiP706/cgubkpuLj44+XVgpCQrrX6v9ETV2pqMj176sN733jjU+bOfdq4berUqdUEedBHuTg5OTVLptnmICYmhhUrVqDTKRk+/FlWrHibbt26cccdd1x1nxYWFgQGBpKZmYmT01P8+uszbNjwKb17T2PatK+wtKzfJHuj71+grnZ22V0HD9LnHr0gvv777xkxfToAw/r2JTktjWVffYW1lRWvfvwxW/btS01NTb1Xp9Ntu5HjvhW53oLHlWAWPJoRIYSdt7f3v/Py8maVlpYKNzc3Y/2OkSNH0qZNmxtagO16Ymdnh4+PD4mJibd0nZXGqHpLbq5cEJWVlXz//ffk5ubTqVNP7Ozs+frrP5u0b0VFBc89dz+rVi3G1zeSV17Zjp2dyxWPQUpp1HacPbuNAwd+Z/PmL+nWbSIvvzyFu+8ejVKpxtHRC1/fNri4+BEZOYTOne9GqWzYtPd3vDFLKfnuu08YMWIcHh7etGihz4JqZWXFc889Z8yFU0VwcDAZGRk3jR9SWVkZFy5cYNeuXUatYe/evRk6dOhV96lQKAgMDKS0tBSl0ouXX36I3NwcdDotX36Zi62tU5373cj7V5fQUcXarVsZ+eBlB+yPXn6ZyaNHM3jqVGJM/HSWff01b3zxhS4vL+9YcnLyPVLKC9d10LcwZsHjNkMIobCzs3tQoVB8UVhYaKG3PwcTHh5Oeno6Q4YMqZal8FbH1dUVZ2dn4uPjbwqV9fXE29ubiooKsrOzm6W/rVu3UlBQQFLSJfr1G46dnT3vvPNFo/tt2aLl7be7k5d3iYCA9jzxxJ8NvrleKQkJR7GxcSIs7OQVR7WY8nep6k2JjY1h8OCW1dbde++9hIeHo1AojBqB8+frzW/0t1BWVsayZcuMxfSutF5ScXExOTk5RqFSoVDQrl07Kit1/PbbUmJiTpGTk0mrVgOZNesnnJ196+3ret/HhoQOU7JyctBotXiZ5CCSUvLM3Ln89/vv6dOlCzsPHgTA0tJSOjs7/5CWlvaMlDLveoz7VsYseNxGKBSKni4uLsuklJ7l5eUMGjSIjh073vJmlPrw9vbGwsKCxMTEW77WSmM09wSl0Wh47733eP31/7B+/Z9069YPCwtLnnrqzXr3qfLZiI7+lu+/f4gBAx5m+vSvm2U8dXE14bSm3AyCh06no0MHVwoK8mpte+ihh/D19cXLy4vKyspmEyibEykl5eXlTUoqZso777yDTqejRYtILlw4g1ptQUVFBVFRI5g8eRrOzuGMHNnZ2P7++5/kwoV8Jk36GHv72hE11+teNlXoaIxBU6awdc8eAMaNGMGkUaM4ePIk3/3xR4FGo3kzLy/vC7MD6mXMgsdtgBDC3c/P79fs7Owhbdq0oU2bNvj5+dUKD7tdEELg7+9PZWXlbe1EakpQUBBZWVnNVs9m//79ZGTkY2FhyeHDeygrK2Xw4FF8992qOttXCR1xcQd5++2uzJt3EXf34GYZS31cjeBxMwgbdXH+/GmGDo2stX78+PG0a9eO8PBwzp8/f8WJ4G5GysvL+eCDD4iMjMTZ2YdTp46Qm3s5/9N33/2Bn58rq1b9xRdf1M7rNGPGU/Tv/2mt9c11b5tL2DBFp9ORmpGBryESSEpJx5EjOXb2LGq1Gicnp6zs7Ow7tFrtgWY/+C3IzSR43J6v5dcRIYTSw8PjRW9v76Q+ffoMef755xk5ciSBgYG3rdChUCgIDg6mpKTkHyN02NjYIIRoNqEjPT2d7du28fSU8ezevQUfnwBGj76X3NzG37h37vye117bdd2FjitlwICbV+gACA9vTXy85D//+bHa+j/++IOdO3eSmZmJp2fzZ/y80axatYoPPvgAgNjYWNzcbKtp0V588QP8/Vvi79+BUaOGERgYCEBcnI5//etbVq48wMKF/2X6dEFS0lfV+m4sSipQF9ek5XqgUCiMQkcVx87q88lUVlaSmZnpFhoausff33+NEKLpSVLMXHfMGo8rQKlUdvD09FwXERHh2atXL1FVbvxmQKfTIaW8JuHn/PnzZGZmEhQUZCwkp1QqCQ4OJisr67aqt9IQVbk6XFxcriipU0P9rV+7lk/feIP8ggKemDOHFSv2075912qOnqZER1fle1hFx46jr3kMTaUhjcfNLGQ0hW7dfMjIuCw4v/XWW0RERFTLaFrXb+B6M336W7XWff/9203e/8yZM/z2229IKQkPD2fKlCn8+OOPxmRpAweOZOHC1eh0Ol57bSZjx47kzTdfo1OnfmRmpnPs2H4yMy9HP1paWnHwYDr29g5GwaO+e3+9hIqrxTQJY6c2bRjWpw/WVlbMX7SorLy8/Km8vLz//VPDb28mjYdZ8GgCQghrX1/fLy0sLO6LiopSeXh43NDjl5aWsmXLFg4cOMBzzz2Hvb09xcXFJCcnc/bsWY4cOWJs25BD2urVqwkNDcXW1paVK1eSn5+PjY0N99xzD76+vuzatYsePXpw8OBBunfvjkqlIjg4mPT0dAoKCgC9c+SpU6eMCZpGjBiBt7f3dT3/q6WoqIjffvuNBx54gLKyMv744w90Oh0WFhaMHz8elUrFihUryMzMJDw8nP79+wNw8OBBRo8ezbJly+jevXudfTf1Opw5c4Ytmzax/Ouv6d6hAz49epCRnV1nBVlTRowYSGBgJwYOfBgvrxbNcDWahrPzatq3v3ofj5uFzMx0HntsPL//vgOnvGNMeuopKisrjdWaAdq0aUNhYSEdO3akQ4cOALV+A3Xx+eef8+CDD/L555/z6KOPsnTpUqYbQj6vlrqED2i6AKLVapk7dy729vY8Z5h4i4uL+eWXX7h06RJ33DGetLQUDh/ew733zqR//24cO3aGmJhzlJWVsHv31mr9hYW1YuPGUwghGDQogqVL9zBgQDh//XWCp56awuLF+vY3m+ABeoH9bGws5+Li2LJnD599/z2gv9+5ubkxKSkpUVLKm2/g15mbSfC4OdJe3sSo1epBnp6eSzt27OjYqVOnG+o0WlhYyL59+9i5c6dxXXx8PH/+qQ+/VCgURvt0hw4djBNnXZw8eZL4+HgOHjyIo6Mjrq6uWFtbk5SURHZ2Nr6+vgQFBbF3717at2+PSqUiJCSES5cu1TI39O3bt1pV1JuR0tJSli1bRkVFBQDHjx+nZ8+ehIaGsnr1amORN51Ox8yZM1m+fDnZ2dm4urrSvXt3li5dSps2DRc0a+w6JCcns/Gvv1i/cCFd27dn1ebNZBicGVeuXFRL8NDpdMyZM5s77phAZORQIiOHXneho+ab7LFj1/VwN4T8/Fyee+5+SkqKCdTFMX/FCp594AGG9u3LuEcfZelffwF6bd6MGTPYsmULBQUFODg4VPsN1IeNjQ2pqamUlZWRmZnZLAn+vv/+7VrCR6AujremTQPg7R9/rGs3I3PnzgWolv8jKysLBwcHhgwZwq+//mqMQFu06FtWrVrMm2++iUajwdXVj6ioCRw8uJNx4+7nrbeeQKvVGB1cnZ3dOHHiEIWF+Zw7dwpf38BrPt/riRCCVmFhtAoLY8zQofz7lVdY+McffPDVV6iFiHBycjrv4eHxXmZm5lxzBdy/B7PgUQ9CCFs/P7+fwsLCxkRFRSma8nBJTU3l//7v/wDoGBDAmAceuKpjl5WVcXjVKvbExjK2Y0cOW1hQYphAq4SOrq6uHMjORgjBSy+9VK8H/IULF/j5558BaOnlxb2DBnEkKYlLubkUl5by9pgxHDbkp/D19cXX19eYHjwlJeWmyXVwpQghmDBhAosWLQKgW7duxm3FxcXY2tpy4sQJIiP1zoehoaEkJiYSEhKCvb09PXr0uKbjHz9+nO3R0Xw/bx5d27fn2OnT/LZmDaMGDaJtRARDJzxtbJuUFM+//vUyRUWFREevZfToe/n441ebfKwrqUB7q5tLmoJCoeSLL5bw0EN6we6x++4zbhNCEBESQszFi7Ru3RrQlyTIzc3FwcHB+BtoCEdHR+Lj4wkICCA+Ph4nJ6dmGXeVdqMu7UeVAAK1hZDMzExAH3HWqlUrQK8BWblyJeHh4ZSXlxMaGmoM0wW9NnDu3Lm8/vrrTB48GD8XF5gyAoD7Nv9FguKyP5GvbyD79m2jS5c+7Nu3rZrgkaAIvim1Hqao1Wpm3XsvMydOZN/Ro/QaP16pVCrfdHFxeUwI0VtKee7vHuM/DbPgUQdqtbqPp6fn6q5duzq2a9euThu8Vqs1+lNIKTl06BCrV1+utxFrUn+lqWRkZDB//nwAnhw8mBWzZ3MwLo6f9uxBqVCgNfG+zygr4+Jdd/FjPW9mWVlZLFq0CDuge0gIMWlpnE9P52JmJpVaLZG+viyfPZuPzp2jyMRhtMq80pDQsWPHDg4fPgzA/ffff1OGDtcniCUlJVFWVoa/vz+HDx/GwUFfx8Ta2prU1FQ8PDyIj49v0jHqug46nY5NmzaRkZLCxh9/pINhcvvip5/4efly+nTpwnvPP0+iMoTCwgJWr17CK6/MAmDevIX8+98LcXO7MlPeP0GYuBLs7fX31Irqie32HD5Mbn4+O5YswbdXr2rJ/IqLi7GwsDBqyBrCycmJhIQEwsLCuHDhAh07dmzW8X///dvVBI2a1NSCVCVIM9XSHDt2DHd3d3r06MGSJUvqdAovLCzkz0WL6NGxIxZqNR4muYZMhQk/vyD2799O//4j2LZtPePHz7i2E/ybUCgU9OzUCc3587Tq04fz6eluNjY2Zz09Pd/IyMj4QEp564c33SLcfDPG34gQwtLPz++H4ODg6EmTJjm2b9++mtBRVlbGuXPn+Pnnn5k7dy6nT58GYN++fWzbto31zzyDyjAJP/T441d07GPHjhmFjo3PPcdnU6ZgpVazzDCxvT1mDHujorh4l76K6fORkQQ3kJTsyy+/RFVZycm5c2nt40NeSQlCoeCzKVPo37Il3UeMYKlOR0VFhTEfR5Uj6aVLlxrUdPTt25cZM2YwY8aMm1LoqI+SkhLWrl3LmDH6N2ELCwujU2FFRQUWFhaUlpY2uXR6zeug0WhYvHgxKo2GvUuXGoUOgLYREYwcOJDyigo6jRtHmzb2tG3ryGuvPULbtp05d66cCROmX7HQYaZuar6F5+Tl8eScOSz46CPcXV3x9PTFxkbvPFpRUUFRURFN9d1ycnIiOTmZ0NBQkpKSrmstpbd//LFuM0t0NG8FBBjH8/rrr1fT0qWmptK5c2fmz59vFDoCqtobhO0PX3yRvX/+SfegIE6mpPDHpk11jqGdjy1HjuxlQq/WHDq0Gz+/yxqPm13bUYWUkmJDVWmlUsm5Dz5g9VNPUVJSItRq9bve3t7nhBA3tw3pNsKs8TAghIjw8vLa1r59e882bdpw/Phx4o4eJSYtja/uu4+Np0+z8dQp2vn7c2+rVnwYF2dMoa07doy3IyJon5SERqdjuLd3kzOVXrx4kT179pCXl8fxd96hrV/1KpIfT5rEx5Mm6fXphj5nt2xJfkUFb4eE1NnnqlWrkFKy9IknsLOyoqC0FCdra7I+/5wJa9ZwNC0NdWIi/v7+pKen4+rqagyZTUtLa7YQ0psJjUbD77//zpAhQ4yqcW9vbxJNrkNkZCQZV6Cpys3NZfXq1YwcOZL09HSOHzhA25AQFn/2mbFqcF5BAQt//525X3zB1l9/ZdH27ezdu5eioiIsLa2YOPHBJmUu/adzLRNcRUUFEx5/nA9eeIFAgxmlQ4fu/PjjFzz77NPG34C1tTVqtbpRwdPJyQlbW1vc3d2RUjabqcWUt3/8sZZ55a1p02rZ1d4KCODtxMRaVapdXFzIzc01anACfHx4YvJkdhw4wKrNm3Gws+OlR/RF4yxVKrzUahIUCnJLSnC2qZ4RN8jPDw9XVyJbtECr1dLdR9n4/Wiq/e8Gqetmvfoq3y5ZQqCvLxWVlYQ6OuJub4+rnR0pKSkEBgaGent7xzg6Oj6Yn5//yw0Z1D+Yf7zgIYQQLi4uj/n6+n4yatQodUlJCV9++SWj27Rh5ODBPPnLL8xbv57RHTpQWFbGrvPn2XX+PM8OG8bHtrZ8tmYNiSUlTAsJ4UhuLgB/pabSs5HjFhUVsW3bNs6dO8fjjz/Oy76+2NdXx6XGj9jf1pZ/nTzJE2PH1mqamprKiRMn2PPaa/QIDQXgYFwceaWlDPzXv4grLWX69OksWrSIwsJCLly4wEMPPWSsvlpVTrshTE0MXbt2bdQJ82bgyJEjpKamsn37drZv307Xrl1p2bIlCxcupLCwkIsXL3LPPfcY7eWNER8fT0JCAgBHjx7F1tqad597jkenTDGa4CoqKug1fjxnLlygdXg4Qb6+xJ86xY4dOwD47xuv8/DkyaCLq2ZT/ydyPd+cv/vtNw6fOsV78+fz3vz5PDplCuPG3c+aNb+zbt06YmNjmTlzJpmZmbi5uTWaq8bR0REXFxcsLCxwcHC4bhqPmpqOt3/80ajlaIxOnTqxYsUKfD09yS0oYNvixYyZNYvBvXoRGhDA2oULq7VvHRpKUEoK+86epUtREfYmZt3A1FRCHRywsbbGz9sb/8ai2K7E6ehK2lZxFcJK1UvivXfeycyJE3nH8Lvva/Dv8fPzw8/Pz3LdunU/+vv7TzbUfbk1HdxuAf7R4bRCCAc/P7+13t7evXr37i1OnDjB/l27WDl7NgNaXq71MPqzz1h19CgAT0RE8EVMDOVTpmChVBKydCmtHR356cQJnJ56iqcPHOCzs2eR06bVq5GQUrJ06VKKi4vZunUrAZs3k1tczPoTJ9gdG0uMQsH58+c59sILOOzbV21fjU7HvTt2YKdSEWTiNFfF5s2bcXZ2ZoVBKEnJzcXPEF63ddgwtvXSlxEvLS0lNjaWwMBA2rRpQ1FR0U2ZPvp6U3Ud+vTpQ3l5OaWlpY22P7ByJVvOnGHzCy/gaG1Ncm4ug1u1wm7EiGptn547l/8aHvA9O3Viz+HD3DVsGD/8+9/Y29ld0ThvhGASqItj9YkTjGrb9rqN4WZRzccRyN139yIkpAXBwR5GDWVERMRNn820pvDxdgOVdp90ccF19mwA7h83jjsGDKBft27Vap+YTv4FSiWHbG3pUViIdUNzQ32T/9UIEs1JPeOSUrJi40YeevVVovr357sPP+R9g+N5zXbHjx9nz549uRkZGf21Wu2J6zziG8bNFE77jxU8lEplGzc3t50+Pj6O5eXlJMfFMbxNG967+25aGLLh7Y2NZeXRo3ywZg093NxYPWgQp/Lz6f/XX5wbO5ZwBwfsly6lqKiItAkTKNVq6bVuHXf4+uI/dSqg/yKXlZVhYWGBUqmkqKiI8+fPs2LFCiZOnEinTp1YuXIlhw4dIjg4GD8/PwoKCti3bx9WVlZs2bLFaEdetWoVv//+O46OjkyYMIG6Epj9/PPPvDtkCBMN9kxh8tY0e/ZsXFyqVzP18fFBp9ORlpbGPxULCwv8/f2JiYlBqVTW6UxcxbJly+jq6MhX992HqpFkbe+sXMlby5cDUBETw5Y9e+jarh0u10E131w0JHjcbmyNr+Tuu3vywAPTjU7GVeaTqqrStzJbt26lrUrFF5s3G9ed/+ADwiZOvNyoDkEhW6XilI0NPQsKUNfaeotRQxDJzc9n+P33o9Xp6N63b72ZazMzM1mxYkVlcXHx4zk5Of+7ASO97txMgsc/0tTi6ur6kL29/VcZGRnKOyMi6N2xIxOefBI7k0iIeevW8eLvvwMwIzSUBb17A2BlMEXcuWULG4YMYYKnJ7+UlLArI4NH9u3jtbZtyR4xguXLl1NYWEhSUlK9nvK7d+/m2LFj+Pv7M3v2bGxMbKvh4eHs3LmTwYMH4+TkRHFxMaGhoYwYMYLg4OA6J8fi4mIuXLhA17Ztwd6ef586Zdzm6OhYSyXs5uaGSqUisYE3pn8CLi4urF69miVLltC3b18GDx5cq41Go2HPnj1cjIlh7XvvNSp0AMSYCHOK0FCGq2/5x/htRUhIC1QqFba2/kA+ADk5OYSGht4Wgse2bdvYZvj/9ZEjKSgr0z/jGtFKuGo0hJaVccjOjm5FRbd2BILpuQ4YgLOjI/uWLeO7337jlXnzuHPMGGMKeVPc3d2577771OvWrfva399/lMH0Un7jBn57848SPIQQ6pZ+futFScmgKQEBrNJoKCwr40RKCjP69gX0GooXf/+df69fD8BTrVrxcefLFR3bGTQGMQUFtF65kmJDUp5x27axuG9fzg4ezNLff+eUyaRfk4CAADp37kxkZGQtp7AqwsLCCAsLa/K5paWlscag3SiorOTNo0eZe/w4C3v1wtXSkn29elVLp25vb4+jo6MxrfI/ESklR44cYfjQoWxauxalQkGoTkf2jh3klpTww4MPMjc5mSNHjrBr1y5cXV059vbb+Dg7N9r3ubQ0ft27l3MffECr11+nuLgYh5qN6poAzLGxN5RJkx7i228/5t5778HBwQGtVqu/Vw4Oxmy9tyJv+PkxVwi0UvLqyJHMHTeuaTsavpO+QHGLFpy0tqZdXVnlbsXvqeHcBDBz4kSCfH0Z88gjTJo0yRjxY4qlpSVjxoxRHD58eHRlZWWcEKKblDL5xg769uQfI3gIIVzDPDz2tLOwCP8oKoqgZcsAuNvJiZ4GJ8yyzZsZtGEDewwOhr/27cu9wdXt2qdM6pXsjopiT2Ym7x0/TlJJCcf79uWbL74gKyuLeZ06kVVezr8MAshjjz3W5HC9K0FKyZYtWzi4ezc/9O7NhKAgEouKmHv8OAD3BgfzYXh4NZWppaUl3t7exMbG3val7euioqKC7du3k5ubS5fWrQmorCTboMnaExuLlVrNsaQkeoWFkWBIq75o0SImTJiAspEMklXsj4sjwNWV/yYno1arsV6yBOoRMqtR4w3NzPUjUBfH88+/S3l5GfHxmbRrpxcNs7Oz8fb2vqUFD+XMmcb/P163jveaInjUEITDz53jcJcuxAcFEVQzt80N+p6uOXaME8nJvNxEE0GTiY5mCPDzjBnM/vVXBowcWeeLnhCCzp07k56e7l1aWhqrUqkGaDSaPc07mH8e/wjBQ6VSRfo6OR101Gisfrt4kXfbtePCXXdhrVTiY2MDxcUQHc25/Hz2Z2XR2dWVH3r3JtLJiQqtFrVCQWxhId+cP888gyAxr3Nn2jk78/mZMyQZ/Cn++OILsgoKsFEqWXDhAmcMD64PO3ak7DrVd9m2bRs7duzge4PQARBlsOkuHTCAD8PDq7VXKpUEBgaSmJho9PT+p7Fx40YyMjLo378/U++4g2WGWg4fjBvHS3fcwbaYGAZ+9BHt/f2JKS7G0tISlUrVJKGjqKyMzMJC3ly2jI59+vD777/z3pgxqJsidNTELIRcdwJ1cTzxxGsMHRpJYOAjODjoKCsrQ6lUNim09lagXKe7KqdPAXQ4fJjdfftiX1iIa33O59fxe9onPJzuJk76m0+dYsjHH9PCy4s1Tz1F2DVWFx7bqRPbz53jU0N255dffrnO5INRUVE4OztbHDhwYKeLi8tjOTk5/3dNB/6Hc9sLHnZ2dqNaurn9Pr99e6sQe3sUQuiFjTpo5+KCxhAp8vPFi7RZubJWm74eHqwfMgQblYqfYmP59sIF47ZzBkHD3dKSWEMujP6enpSNqb8Y2LVw8eJFjhw5QvqECXgYQnErdTpcLC15rnVrjtfxEAgICCA9PZ2ysrJa2/4pWFhYkJCQQM+ePcnOymJUy5Z8NGYMtpaW5JeUMPCjjwB4d9Uquo8bR6dOnVi3bh3jevdGo9XWK0RotFrsH3sMO0tLWrZty6lTpxgWGsrTQ4de+6BvVLSAs3Pjx2rOyeVqz6sZx9DOPo9ly/bSu/dlW/9///tfXF1db1mn65pZWHVSomjAabo+lDodXfbvZ2/PnvTYvRvrxp4bzWw+dKzxrHayscHF1pZJXbsS4OpKVmEh07/7jqeHDmWIofzBlSCE4D+TJtHWz48HFy5k0+LFbH7hBT6pEVYvhKBnz55YW1srNmzY8LWnp2fHjIyMx/6p2U6FEI7AYkAJFAMTgQtAle3+SSllvRFBt7Xg4erq+nh4ePjcTZs2Wbm4uBAXF0d5eTmWHh78+OOPpKenExERwblz5/jwww8BOD92LGEODvx88SLOFhaM8ffn+9hYvuzWjSE+PrRwuGypzyqv7WskgJyKCioM4Xgbhw5lrlZLZWVlNUlaSolWq0Wj0dSb3rsxsrKyyM/P59CMGURFRXHp0iWmTJlCqr09tuPH12rv4eFBeXk5+fn5V3W824WhQ4dy6tQpjhw5Qvzx42zYuxeAY3feSWtHRz7o2JFXjhxh3YkTdB83juDgYPbs2cOpoCAuZGQwtlOnWn26PPkkucXF+Dg54RYQwLBhw/jms8/48NFHb6nsrk3i7w6ZhGaf4Hp5a9m06TRDhuizzebm5hIREXHLCh6vvvoq8+bNM2YgLtVosL1K52br0lLaHD/O4S5d6LlrF4orNc82473qHBxM9uefGz/bWlqiVCjIKS7mZHIybWokYGwKQgge6NuXqT178vjPPxP60ks8M2wY+y5eROPjQ6dOnYy+eC1btmT58uV07tx5BhAghLjrH+p0OgX4j5RyoxDiK+BlYJGU8qWm7HxbCh5CCOHh4fGJi4vLoxYWFhbdu3cnISEBS0tLysrKjCaGqigP05Cq/5w+zdOtW7O4Xz+cFy/ml7g4DtxxB13c3God5xNDynQANaBWKinRainUXC54OOfYMb7dsIGsrCzGjh2Lv79/tQRcLVq0YPLkyVd1nt26dSMrK4upU6eiUqmMWTefeuqpWpOdra0tDg4OXDDR0PyTiYqKomPHjmw2xPJHODjQytERlULB85GRvHLkiLFteXk5QQUFtLlwgUgpITqaE7m5tDU4mW7z9ibX8IDv0q8fHTt2RHvoEF2Dg/FtgiOqmWaiaoK7ykltcIgVe/78k1GzHuHMmTP4+flhb2/fpKR6NyOPPPIIH3/8MQB2ixahu+++BkPFG8I9K4vczEzOtG5NZAOO802mmcwz1hYWrJg9m+Lycl79808+vffeqz5HC5WK/5s2DSu1msMJCVRqtaxbu5bje/bQpX9/li9fbnyuTpw40UKr1Q5899139wghBkkp8676JG5BpJTzTT66A0nAKCHEQOAE8HBDlX9vuzweQgiVl5fX+sLCwsGtWrXC19cXOzs7/Pz8sLKyori4GIVCUS10denSpRQUFLCqbVsiHB3ZfOkSJ/PymNmiBSohsKvnTWF9SgqTtm9nT1QUxRoN0enp7MnIYGlSEgDd3NyIKyri6VatcLGw4NF9+3BQq5kSHMzypCTKra2ZOXNmtbFcKTqdjtTUVIQQeHp6VotcqUKpVBIWFsbFixdvC5t1c5CSkkJJSQlZWVmsdHPDwuS6aXQ61D//zPTp0wkKCuKTTz7hMX9/3jdoOvZlZrIsMZHB3t4cy83l/RMnGDVxIkFBQSiVSobu3Uvv9evZd8cddKtDYK3FTeS/sdrZmVGGDLy3NNdwTX9cupRX5s1j2owZtGjR4pYPN58zZ47x/2sRPiSwt1cvQi9cwOMqimA2iZvotwBQodHw7/XreW3pUgC+/vpr+vfvT0hICBYWFsydO1f32WefZWdlZXWUUqb8zcNtkC5BQfLgW7UrH9eFeOCBBMA0pvwbKeU3tdoJ0RN4F73GI1lKmSqE+BH4Q0pZ21fBwG2l8RBCWPj6+m4PDw/v1rt3b2PVRlPsamSMjI2N5ezZs5y84w7CDWaUYHt7LJVKnOpI0GXKo/v2kV9ZSWuDL8iTEREsTUpi69Ch9PX0RKlQoJOSj0+d4nXDG3RBZSWFlZW0d3am84wZdY7xSlAoFI2W8fb39yc1NdUsdBjYvXs3PXv2pHXr1tyzZk2t7Y8YTC8pKSmcOHGCssJCHggLQ0rJ/JgYnjpwAICliYkkFBczyMsLV1dXEhIS+PHHH5lj6Me3qQLlNb6pm6mD6Oirvp7T7r4bpULB42+9xX8//9xYdfhWxc7Ozlh/6d+nTvHCVZY4EEDHQ4fY07s3jrt2YVmHqfmauckcqi1UKl4dNYqR7drRYc4cHnnkEVq1akVhYSGZmZm4uLgoLCws3D08PM4IITpIKW+X/ARZjSUQE0K4AJ8D44A0E5PTQSC83h25jQQPIYSNj4/Pvk6dOrXpbJJ3oz7S0tLYtWsXJ0+e5JsePYxCB0CEoyMRTai/sGLgQO7Zto2YggJsVCre69SJz7p3r9bmeG4uLxrMKnf6+tLb05Nvzp1j3KOPXrPQ0RRcXV3RaDS3dGhgc6LVatmzZw/33nsv99xzD9QQPOIKC/nOYI7auHEjKiG4LySE3IoKRm3ZwtqUFO7292dPVhbnCwv5b9euPHXgAOs//bRaPydHj2664FGFWQBpXq7hek4ZO5aikhL27NqF2tISKyurWi8ttwoDBw5k1apVCOChFi2uqS+r8nJanzrFkU6d6L5nD1enO2kiN9HvoX1AAP++5x4+3b2bVq1aodFoyM/PR6fT0alTJ8rKyuxXrFhxXKVSddNoNKcb7/HWRghhAfwOvCKlTBBC/CaEeA84CYwF3m9w/9vB1CKEsPP29j7aq1ev0LZNSPeckZHB/PnzGTVqFF9ZWuJna3vdxialZHNqKh1cXHjm4EFi8vPpNmkS7qa1Eq4TFhYWBAUFceHChVv6ja250Wq1xMTEsGTJErj//mrb0ktK6LV+PQG2trwYGcnbx47hoFazNT0dTR2/FbUQuFtZ8WnXroTZ22OnVhNqiJ5qFm7wQ/e2MbXU5CoLiz369tt4BQfz8bx5tG/Vij5DhmB7HZ8XzY1Wq2Xu3LkAnLjzTto0k8/RsQ4dcMrNJdBQKPGG8TcKIRUaDY6zZ/Pggw/W+fzOzMxk6dKlZenp6T20Wm0dWdf+Xq7Q1NJgynQhxKPohYuq89yKXvMhgJVSytca6v+W13gIIWy9vb2P9unTJzTyCsOpNBoNue+/j2+bNojp0+ttV6HVciQnh1aOjjhUFRaqMWE1MD7aOTszassWAm1tGfrww3XWWLke+Pv7k5KSYhY6ahASEsLChQvrvIcfnT7NxaIiVgwciIVSyfG8PErryXdyV0AAZVotywcMMPqI7MrIwN3KqlEzXZO50REko0ff2OPdKK7C9KJUKnl39my2XbjAq088wVv/+Q8XY2PZ8NxzLLtFXtj2798PQPSwYc0mdABEnjjBzv79cc/IwKaRworNyjWY0OpDSkleSQnOjQiUn27ciKurK0711Fpyd3dn/PjxVn/88cdepVLZXavVHm/Wgd5ESCm/Ar6qsfrtpu7fLHF+QggXIcRQIUS9nnRCiCghxLNCiMbtIE0/ro23t/eR3r17X5HQ4eHhQVRUFNu2baNr166Eh4cTV4fn+oncXO7Ztg2HRYsYtmsXjosXN1q9tCaJRUX0Xr+eod7etJo+/YYJHa6urpSWlhrD6czoUSqVKBQKkpOTya4jJ8FD4eHsGD6cCAcHeq1daxQ67jDxo9k1YgSJ48axdMAA1g4eXM0x1d/G5vqqn28E0dGXl9uJqzgfDzc3IgMC6N+vH20jIpjRpw9jPv+cV318mn98zUxGRgZ//fUXAP0NhS+vltSSEs6bmGtVWi1tjh3jWMeO3HARrJm/m5fy8nB58kn2xsY22K6wtBQ/P78GTeSurq6MHz/eysPDY59Sqbw6Z5p/ANcseAghnIHVQDdgqxDCXQjxnRBijxDidZOmbYDPgF4N9PW9EOJ9w/9zhBBzGmhr6ePjc7BXr17hba7CWap79+689NJLvPjii8TGxrIhNbXa9h9iYxm8cSO93N155sUXmWlIQezu7s6TTz5JQY3Cbzop2Z+VVW0yO5GbS/8NGwjt1QvVuHFX7U1+pajValxdXUmtcU5moKysjOWGirGfnz1ba3tLR0f6eHqiVirZOnw4QQY/jd2ZmRwaORLN1Kn08vDAv563owA7OxxvkHB5QzAVQmoutyJXMW5/FxfUdnYcWbOG9z77DB8nJ+764gue9/Tkt08+ofWWLWg09UYO/m1U5SBJmzDhmvuKLSwkscZLjFt2NjYlJaRcRe6MZqGZvoO+zs4kf/wxbRs5j/t79+bs8eONvnyaCB/7hRARzTLI24zmMLW0A56VUu41CCGDAKWUsqcQYoEQIlxKeR69DegZoLG80w8JId5pqIEQQunj4xPduXPnVk3x6WiIcoNn9loPD3o9/zxt27blwIEDPNKvHzNnziTfzQ0rwMrKitdee41ly5bx9ddf839C0KVLFx5++GE2bNjAr7/+auzTz8+P1q1bs3PnTkaMGEG7du2uaYxXiq+vL5cuXfpH1mFpjNDQULZv3w5AdiNe+R5WVsQb0uFHOjrSydX1uo/vlqKhB39NdXhTJokbZb+/QnW9vZUVpZWVaHQ6VAoFSx9/HK9nnmHZ4cOczs/nnu3bsT5wgEmTJtVZ6fTvwt7eHgBPQ1bja6FPPanJW586xc6+ffHIyMCinirctwJNybcT5unJ0MhIdu/eXWcFa1Pc3Ny46667rJcuXXpACNHaXFyuOtcseEgptwEIIfqh13q4AL8ZNm8A+gDnpZQH0YfZNMZJ9FnR6kQIIXx9fZe2atWqe1OiVxrDxsaGmTNnEhcXR9euXXnooYf4/vvv6d+/P241cjCo1Wp9JARQWFjIrl27mD17NsHBwcyYMQNPT09+/vlnY22PRx55BAeHWjVJm8zmzZsJCQkhuEahuoZwcHBASmkMnzNzGYVCgVar5fDhw9ir1bzSiNDqaW3N+x078uqRI6wZNOgGjfI24WreRm9kKOUVCh8ednZkFhbi7eiIp6Mjh956iyH//jcP9OnD3pwcgoKCWLFiBU888cQNyVRblQhwx44dJBgcPL29vZk6darR+bWq4upPQ4Zw36ZN12Uc6spKWsTEcKZ1a9ofPXpdjtEg18HnoyG+nDqVbnPnsl2tpm/fvg1qsT09PRk5cqT9mjVrjgohIqSU9RS7+efRLM6lQn/1JwK56PPMVCVSyQFq55dumC+BF4G1dW309fX9PCAg4M7evXs3m93Cz88PPz8/SktL2bRpExMnTsTf37/Bfezt7RkxYgQjRowAoKSkhMWLFzN16lQsLCzQ6XT1lrxvjM2bN3Po0CFKSkrYsWMHM2fOxK8J6kwhBF5eXv/oUvcNYW1tzY4dOyguLkYJZJSW1lu3p4pTeXk82bIljpaWN2aQZvTciFDKKziGl4MDibm5eBvC7DsFBvLW6NF8u307F7Ozufvuuzlx4gSu69Yxu1Ur3jYpbHYtaDQa9u/fz76NG3nV0REV4CgEc+qIPEpNTWXevHk4CUGASkXfWbOYOHEizzzzDGOHDcP+OoXv+6SkkBAURK6TE84m1btvRzwcHNjxyisM//hjLnh7Ex7eYLoKAgICGDJkiOvmzZsPCyFaSilvoCfuzUuzhtMKIeYC44EZBtPL3UBLKWWDMb0m+38PfAvMAgKAaCnlnKrtrq6uM729vf9v1qxZihsRjnol5ObmUlpaipeXF2lpadjY2NTr/dwQlZWVZGZmYmNjQ1hlJccrK3Fzc2uSU2qVoHMz2ptvBtRqNVqtluRkvdazvbMzqtutjso1ku/khOPNNnkYTAZ/93EKy8qwt7IiIyUFF1tbVAoFcVlZ5Jj4PigAf1tb3CorSW1K1tpG0Gq1pKenA+CkUJBXR4RaGycnLJVKKCzkZGUlFVLip1SSqtVi7+xMeXk5ao2GMDs7uE5+ZjqlkhJra+z+Lk1rc39HpKx2rSo1GtLy8/F3dQVXV5KSkigpKWmyRnv16tVy27Ztu1NSUvr9XYXlmjOc9lq5Zo2HEOIlIFVK+SPgBHyI3ryyF2gPxFxFt58Ah4HoqhVqtbqvj4/PV2PGjFHk5uaSe5PlGpgzZ061MtqvvvqqsXbKlZCens7ChQspKSlBExjIsKQkXnjhhUZzB6hUKkJCQjh//rzZt6MeIiIiWLFiBYsXL2ZPVBQ9GhBelyUm4m1t3WCb25HVo0czYOvWq65met24Eer0qqiNeo51MDGR8IQEvlm3joAWLegRGsoAS0uWnTzJ+Pnz0UmJSggslUrWu7hwr5UVbz/wwFUPZ+PGjezatQt7IUjy8cHRED2VrtXyWWEhl7RaVpeWcuSuu4y5iAaYmKsOVVRwZ2YmUfffz4IFCwCQ06Zd9Xga43j79rhmZeGb8jdkDm/G74dOp8Pz6af56r77OJeeTlTbtqTm5/Pg559z4YMPCBg3jqioKMrLy+nfv3+T+mzRooVITk7uhV6j/2izDfYWpTle974B7hNCbEdfIne54fN/gHuA2jmpG0FKeQTYVvVZCBHs7u6+Yfz48aobFY56NVQJHZuGDr3qsNmUlBQ6deqECAoiXqNBCTz488+N7ufl5UV6erpZ6KgHS0tLsrOzWbx4MSN8fBoUKDalpHB3dDSnb7Y3/xvItvR0Sm4mzdmNjKKpJ4rHIzmZDLWaF6Ki6BEaamz+6p9/YmP4vXtbWzMhMJC7srJ4LCeHl7/77qqHsWvXLgDOmQgdAJ5KJe85ObHQ1ZVMP7/qCRBNJuDOFhYMsLRkwYIFLHBxAWDqjh1XPZ7GiDhzhvMREWhvcS2iQqFgyaOP8sXmzby2dCnTv/uOkZ9+SqVWy1+nTjF69Giio6Np1arVFfU7YMAA4ezsPMvV1XXmdRr6LcM1f0OklLlSyqFSyn5SyseklPnAAPQaj4GGz03ta7qUcqfh/wFSyjlCCGsvL689I0eOtLoWR83rSVaWvpbOS5GReFhZYXuVvh0AycnJxjC4YJWK6ba23JWZaTSfpKens3XrVjIzM437WBpSOv/Ty903hKWlJVu2bOHNdu1YN2RIg22TSkvZPGQIDzRiv72dGejlhc01fI9vRzwqK8msw09i0cMPU2SIkPq0a1eWJyXxdpcuLC4p4cOCAl69CuGjqiJu69at8aqj8GODmAgfLxqemVZCMNLKil/i4jiUrfdxLDJE6jQXlhUV+CQnE38FzvDNRjMLpv0jIrCxtGTVU0+xYMYMHurXj5j332dmv35ER0dz11134eHhcUV9KhQK7rzzToWtre18pVLZoVkHfItxU6dMN0SwbOjatevgDh063ER63+rs27cPrVbLX15ehC1bxohp0646JXpmZiZffvkleX5+OCoUVEhJ//R0Yh0dUSqVpKWloVAo6NChA6MNWSYDAgLIyckxR7LUQ1JSEu7u7mi2b+ej0NB6PdF3ZWTQZ/16dgwfXm/4YFOITkujk4sLDjexdq4+Vo8ezaiV9RaV/Pv5m+t2RDs40LeggJqiQEpuLg//8ANrjh9HIQQ6KZndsiU7YmOxUSj4zdWV/82a1eTjSCl55513kFIiDdEpddLQ9TBMxqtKShidlcUUGxuKpEQjJUeE4JIhH8WqQYMY1Uy5ODRKJTv696fvtm2o6sn4e924Qd+Nx3/6ieOVlQxp5AWmPrKysvjjjz8K0tLSgqSUN8xn4Gby8bipdWLu7u7P+vj43NRCB+gntrFjx5K3eTNxhYVXHc0CEB8fD0BAQQH5Oh0WQrDew4MnnnjCWIVWp9MxJjaWN7/7jmfWrSMiI6Oa0PHWxYvG5Y1GsvHd7lRWVrJw4UK8vLx4Jzi4/vC36Gju2bgRgK6nT19ToixHtdqsLbhNcdFoyK3j3vo6O7PqqafY9eqr9DK8dHxx9iwLXF3ZVV7OY7m5vGXws2gKQggeMPiH/GnIJXO13GljQ08LC34pKeEROzvWlJUxUqGgm8H59c4tW66pf1NUWi0BCQnEmZiibhg3yBy38/x5ZkZcfV4wNzc3Bg4c6ODj4xMthLip5+DrxU170kKINlZWVh8OGzbsphY6ALKzs2nTpg0fFBSgQ6/Wv1rOGrJpFhQUULJ/PyQkYBcfT3Z2NocOHQJg5MiRvJWfj3tKCl/0789Pixdz7NgxNm7cSMaiRYyLjua+nTuJXLEC5U8/GU1B/0SOHDlCYGAgiqws1iQnE20wY1XD8MA67OVFmb8/ljWFkysUQDq6upqjZa4Xf3PGVLfKSrLqCUsVQtArLIxtw4cTZm+PDpijUrGgVy9WlJYyKSuLZ779tsnH8vf3p0OHDmyfPFn/Nm/6Rl/zc12YbN/t5cUfbm5EGUy0UdbW7LvjDuZ368YDoaGIH39kXTM5hQbFxZHs54fmSk1EzcEN+H4Mbt2a2KsIHDAlIiKCsLCwtp6enm8207BuKW7Kp6PBr2PrqFGjVDeidPy1oNPpyM7Opt3kydxlY4OzQoGVldVV91cVrTNp0iQsLCw4deoUbdq04ffffycoKIinnnqK1atXI6VkVWQkLZ2dKTl/njNnzuCbnIytSkVXV1ciHBx4u0MHALoeOdIcp3pLUVZWxoIFC1i7di2PDByITE5mwrZtvGFIcrQlNZUNKSlM+uMPKg3mRk+lsrbQYcqtni7czDXjotGQ3Yg2SyEEFwoLUQrB+kuXiC8q4tTo0SwpKcExOZkn/ve/Jh/PysqqupauKQKHKSZt77a2ZpThpShVq4XoaB7bv58fDHl/7ti8md8NGtdrQanT4Z+YSMLf4esB1/03+lC/fny2aRMV15iptV+/fsLS0vI1pVLZsZmGdstwUwoevr6+P3Tt2tXN8xrs7DeKiooKKioqUAL5Oh25Oh1ldRQfayrDhg0DYMOGDbi7u9OxY0d0Oh0zZ87E2dmZlJQUcnJyALC64w76bN3KD66unOnWjSX9+/NR58683LYtr7drx/jAQLq4ujJj925j7op/AlJKlixZQmJiIu937EhkZCQLd+ygg7MzEwIDiS8q4tG9ezly4ACP2NldXUz5tdYtuR3qnvxd/I3Xy0pKKoWgQZfMAQNYP2QIaoWCcp2Od44f553jx8kwZD12S0nhsSYKH46Ojpw7dw5++OHaBw8EqFS8ZmfHY4a8Fx3VarRSMj4ggGdateKe7dv54swZ8q5xUg2KiyMxMPDvjXC5Tt8TDwcH8ktLrzlDrUqlYvTo0SoPD4/NQoiGMxneZtx0hmi1Wj0wLCzs7k6drjTh6d/DkSNH8Pf3R0jJcGtr+lhakpKS0mhGu/po2bIlY8aMwdLSksrKSuzt7Qk2+CZ0796ddevW4erqSnR0NHh70yE1FRqoPNnO2ZmD2dn88ssvPPvssygUCpTXUQW6cOFCrKysuPfee6/bMUyRUlJSUmLMc1JQUMB//vMfAE6OHk0rR0e+UauZ4uTEvJQUHm7RAkulkjNOTs2bp+JaH3I3Ml347cANTpVtiqNWS75SiXMDzpPDfXwonTKFFYmJjI2OZkl8PFOCg9FMncrLhw8z/Px5or/9lk9mNhxZGRAQwMprdfYdMMD4/XrI3p5SKTlbWUkLlYrD3t4MT08nzMGB4T4+fHLmDE8eOMDYgACcrsE5WqXV4nXpEil+fgQkJl7b+K+F6/C7SjREBTVHanw3Nze6devmfOjQoW+Aqdfc4S3CTaXxEELYurm5LR8xYoTyRlVyvVYSEhL09REMX8LdlZXX/IXs2LEjrVu3pn379oSEhBhVrV5eXsyYMYO2bdtycdUqgrOyGi3B/l2vXtwbFAQVFbz33nscvY71FMrLy0lISCAmJuaGpW1ftmwZ8+bNY9GiRSxcuJBPPvmErq6ulE2ZQqSTE7kWFiSnp7Ph0iUej4jQZ3iMjr65kmPVxKwBualxrsfBtC7GBASwxaDFLNJoUCoUfNS5M31CQxlYUkJJI46jXl5eFBQUXPPvaXFxMQ7JyXRMS6NXejrtU1NxSEoi4tIlnrW354mICPp7evJbv34ATN6xg8f37SO3vPyqcwMFX7xIXEgIN03cZDP9rjoGBuLk5MSlS5eapb8OHTpgY2MzSalU9miWDm8BbirBw8/P73/du3e3v5pU438XLVu25Mcf9QV3z1VWIoTA29v7uh7TxsaGyqAgfJtoPlmelESpVktkZCTt2rVjzpw5Rq3AtbJ3717mzJnDnDlz+OCDD4zrN2/e3Cz9V1EzOVp5eTkbN27k+PHjAMTExBAVFcXO4cPZd8cdegEDKHV35/z582xMTW20KNxNxW0ofOik5IWDB5m1Z0/zdPg3XaP6IlvqY6CXF0njxnGvwedBCMF/u3alq5ubXnPZAEqlEhsbG5555hn9iqswzZVoNNybnU2RlLQyjLsCEECGVsuIrCyC//yTf504wYSgIIonT6atkxPzY2JwWbKEj0+dYnVS0hUdE8CqvBz7wkKymyF1fLPRTKZNb2/vZsuerVAoiIqKUnp4eKwVQly9g+AtxE1jalEqlR2Cg4Pvad++/U38KlobFxcXfXIvpZL5RUX06tULm0YKj10Lp0+fxs3OjhZZWSibmPxnlJ8fbZ2deaNdO+46dQrQmySuBZ1Ox9atW9lRIxPiYG9vjufk0K6Z8sPk5uZSuGYNCwzVONs4OdHJxYXfEhIo02rxtrZmYa9e9HZ3x66kBGok9cl3ceHu5GQeNNjcb8cJ/VYhsbiYswUFhNnbM2HbNv5ISODEnXfSpgklyevlbzC52Gu1FNZlrmzgu+VXo+RBdHo6zhYWnDx5ktatWxMUFFTvviEhIaxcuZKff/qJqQ0co0SjYUVSEquSkliRnEyJRsOGIUNwNTiUPmBry4LiYu62tsZVoWBLeTmZWi3BSiVxWi2vHD3Km8ePc/zOO/l3ly680KYNh7Kz+fjUKVJKSujr6YnjFZpfgi9eJDYsDLebLbLuGr83nZ2cyGzGvEkuLi507NjR+ejRo+8BzzVbxzcpN4XgIYQQPj4+K4cOHaq8ESWlm5PY2Fi9s6e3NzvLy4m8Tp7cZWVlbN++naSjR/m/efPoZnjTbwovt2nDnVu2kFBUxHqDluS+++67pvHExcWRefw4MWPHkl1eTgt7e1wN0TxDNmygs6srb128eE1VOjdv3syOHTvwsrLiz/79GbdtGyfz8vCxtmbXiBFYK5WEOTjoBYp6yHNyYqyVFcl2dhz96y863EpVZv9GP4brQZCdHasGDQLg8zNnWJmYSNtVq/CwsiL2rruwu9oItht8nQSgNDiZqqW8KmG2l7s73tb/z955x0Vd/3H8+b3jOPZGhigICihu3KCipplbK9OyzPbe86eVbdtl2zIzSy1zb3Pn3nswFBSUvdfNz+8PDkJl3MEdHOrz8fBRx33H577j831/3+P1tidfo2HT7t01Gh7Dhg1j//79fP755zUmAUzZuZNLJSWMadECfc+ebFy2jHePHWP70KEVPVpaHj3KnenptDMc63y9nj0qFXfn59PS0ZG4/HzaLl9OkJMT86KiuGPbNmwlCVUd5wu3nByKHR1RKZUoDequVkM9rpsHoqMZ+MknlJSUMNBwTdeXbt26cfz48aclSZophEgyy0atFKt4yru5uT3UqlWrAN8akiStEb1ez4kTJ1hneGMLlMs5e7YuPfFqRqPRMGPGDHbt2sWErl1xl8txKDG+u3JXT08+iYwkxNmZjz/+GBcXFwIDA+s8ljEHDrBl8WImBwcT6uJCb2/vCqMDwN/BgfeOH2dDPWKgaWlp7N+/n6ioKA4MH84gPz9cDZPl7N696erpSVs3txqNDgGobW1RqtWs27qVjdY28d3APN22LSWTJjE5OBg3hYJ3jx2jxJp6w9SCm05H3vHjdfagKeVywl1dOV9YWKvisCRJvPLKK5w/f56ZBin1qvarE4JH2rThxYgI2rZti3uLFpy4qt/QW5060W7w4IoHrotMxhB7e7YOGUKYiwuFWi0fdumCBPRdv54BPj6sveUWZsfGUqDRkFRYaFLOhwS0TEriQk3qq41JHc9fTHg4LwwZwvbt2/E1k0ijXC5n4MCBioCAgMVm2aAV0+iGhyRJDkql8svo6OgmFWKBsr4qtra2DDC8RX/j4cHhvXvN3jPFcc0abm/ZksX9+zN5xAhaJJluDN8dHMzrHTrw57vv0rdv3zqpqxYXF/P+++/TedUqOrq783JERJXLvdq+PQC3btxo8j6gzLvz22+/8frrr7Njxw5Uej1uCxdSYqgiWGukQVPs4IBDcTEqrZZRDg4811Dt1W9iFDJJ4tfoaFq7uPDxyZNMNjRFqxMNFUIz5Ai4nDxJnqtrvTf3dqdOaLKyuHz5co3LOTg4cP/99zNVo2F/NQZ0cwcHzhcWVngZL126RNe+favdZnzXriR16wYxMbR3d+dxgxrnkgsXcDEY+cMCArh/504e2rMHlwULaLt8OYGLF/PusWNGl9w2T04mJSDAepJMr6YOeR+SJPHZhAl8On48j82bZ7bmnMHBwbi5uXWRyWT9zLJBK6XRDQ8fH583IyMjHezt7Rt7KCaTkJBA//79K6pO/ORy2igUlJjgjagJtVqNcvlyvjh9mifCwhgbGEi6ry++tUxSNbEzI6OiCZ0plJaWsv6nn4hwcyN9/HhWDxqEvBpvQ0QtnojaOHz4MOHh4bz55psweTJP7t3L/zp04LeoKNq5unJnDW7pyuS7uuKUm0vMhg1MHzoUmwauZNEIwT/1uRauozBLTZR3Cu5s6KBaZyyhiVKN3oprXh75Jhge2SoV+VU8qLt7efF1jx78NWcOq1atqlGUys3NjcGDB9MjLY13H3oI9U8/wdy55M2cyRedOzPzzBmOVAptFhcXU1xDSHZWXBy/VaqW6efjg7jvPvYNH86RkSMR993H46GhvN2pEwqZjMdDQym8+25+7tOHN48cwX3hQtYboXaq0GhwKiwkz9qLBupw/TxquEedTp822zBiYmJkfn5+8yUrLu2UJMlVkqS1kiRtkCRpqSRJtpIkzZYkabckSdNqW79RczwkSfLw8/N7rkuXpinc5u3tzZIlSyjMysLJ8PZfoNfXq1dLOTqdjvPz51Oo1fJjr14M8PUly8sL95wco5NKr6a8zbmpzY0yMzPZu2AB0c2a8XWPHtX3O6nEsObNWV6HTHgoe5tQqVTo9XpkQJ5Gw+bLl/n4xAnWDhpktL5AnosLH2zZwv7MTA789hv3bdxIf0OsuyEo0uspsuImjNbCi+3aMdTfn+7mqn4of3gYY7jV0VBxzs+nwIRu2b8mJHB7y5ZVNg4cHxTEQF9fnt63j99//53+/fvTvHnzKhWQO3XqxNKlS3nzzTf56aef8PT05OzZsxUvO+3atQPKQqIAF4uKqh3Tx5GRV3zemprKgA0baO3szJTWrXmhXTveO36cGSdOAPB9bCy9vL3ZmppKpKcnB7OyGLppE8tiYhhjOI5D/fzIUqtZMWAAn586xYyuXZHJZARcvEhyixa4XRX6sUpMuH6c7OxI/Phjur3xBnd5e9e5OWhlvLy8CAgI8M/Ozh4LLKn3Bi3DPcDnQoh/JEn6HpgAyIUQvSVJ+kWSpDZCiLjqVm5Uw6N58+YzevToobR2WfTqiIiIYNWqVaxYsYK7DX9raWND9IIFnHn66Tpvd+vWrezevp2unp6sv+UWnA3H51Lz5vjXo5/ChaIiPDw8MMW7FB8fz/q//+bViAheaNfOKKMDYEHfvrgsWFDhgiwtLTV6v126dGHdunXs27ePXsDi/v35KymJ36KjaWPCZH9eqST54kUeefxxvv/+e1q3bm30uubARSbD1npfWqwGBxsb8xkdlbFg+EWu16OXyRBQq5YOwAsGg6A6vOzsmBcdzQ+xsfy2Zg3L8vMZPHIkHTt2vGbZ6dOnI4Rg165dKJVK+vXrh4uLC2q1mvK51MbGBqVSWZEXZQwhzs5EuLlxMjeXqYcPE+ToyDPh4WSUlpKn0eCiUFSEw37s1Yu23bqRWFhIB3d3FDIZGr2eArWabJWKPI0GH3t7DmRmsiE1lf9JEqcjIow+XlZBbQaI4ftA4KWICE6tXYu3mV5soqOjpQsXLvwkSdIyIUTd3jQtiBDiu0ofvSkTP/vS8HkDEA1Yn+EhSZKrn5/ffe0N+QBNEUmSCAkJKSunpczb4SOT8UHz5owzcVtFRUUcP36c1NRUkk6dIn7s2CtK8ASQ6eVFexOqWa4mtaQEZxPyHNavX0/q8eMs7NuXgSZqk+xMTyfUxQUhBMeOHWPZsmVMnToVY4xMpVKJj48Pn332GYsWLcJv8mSebdvWpP0DFDo60iYlBU9PTwA0PXpAA3aNlUkSw+oaQrxBwixNGYeiIoodHHCsZ/fYcmxkMp4KD+ep8HAOZGYyaeNGDh8+TM+ePQkNDb1CmFCSJKKioq5cv9K1LUkSERERnDx58lq59cmTq9x/C0dHjo0cyYncXFo4OOBma4skSfzcp0/FMm927EhGaSndDIZiX0NbC/Wk/+ptdqSlEeLsTG9vbx7Zs4f27u5cKCjANTeXHHd3PMykf2Fp5sTHczo3l/d1Ogq0WnLUakJGjqzSoB3bsiWzYmOpew3flbi4uBAUFOSWnZ09Elhulo06O5syr3hJknSg0udZQohZVy8kSVJvwB1IBMrfirOBGqXHGy3Hw8fH53/dunVTWlK+uyHIzMyk7SuvALC6pITFJSUUlGeeG0FxcTGLFi3i66+/xuHUKaYoFGwcPPiauv8cDw/cc3KQ1cN1H5ufzyAjHvwZGRmsXbuWkwcOsGPoUJONDoDBGzdyKi+P9IULWbZsGQD/GNrOG8PEiRNZuXJlnYXO4goKyrQHFAoGz5qFj0yGTwOXamfodFyqS6XGTaOjSeBUUGBSuMUUunl5cWzkSD4MCODff//lk08+YcuWLVf0gdq0aRPvvvsuudWELzw8POjTpw9CCO655x7ef//9si9q6PsikyQ6urvjrlRW6d0MdHKqMDqqI9rHBxuZjD7NmvFZt24UajTctX07vikpXPb3r/3HWwnBTk4kFBRg+8cf/BIfz/P796PZvLnKZf3t7UkrLeX1uGpf8k2mZ8+eMi8vr+8bKdcjUwjRrdK/qowOD+Br4AGgECh/y3KiFtuiUQwPSZKUwNNVuRGbEkII0tLSGJSWRr5OxwRHR55wcsLfyJtLr9dz6e+/6VFaSsbYsSyOieGZtm3panhDr0yqn1+9kkoBirRasmsoKRVCsGnTJr799lsisrL4d+hQ/OsghqarlIPyQ2ws3/boQUtHR8aZ8BB2c3Nj2LBh/O9//ytLojORhZmZpKanI5ckRmZk8IW7O/YNbHhohCDV1Hycm0ZHk8GpsJCiq14QzImtXM5drVqRPGgQR2+9Fb/9+/n+o4849NFHnP34Y/799190Oh1ffvklKVWEYDdu3MiWLVsIDAxk/fr1TJs2DUmSkCSJJaNHW2zclRnk789tzZtzJDubuBMnyLhK4M+a6e/ry+IBAzg7ZgwvtGvH2bw8tlSTmO+kUNDBzY1NdUjcrw53d3d8fX19JEmyugoXSZJsgUXA6wbNkYOUhVcAOlHmAamWRjE8HBwc7o6IiLBrqrkd5ZQbogVA8YEDnFyzhu8KC+nUqVON62VlZbFlyxYWz5zJ2bw8pnfqVKt4UkazZninp9dvvJTJp1dHQkICp0+f5vfff+fn3r3pWEdFSblMxtbBg3m4dWtix4zhifBwgp2c6GTi9jp16oS3tzfffvutyWPw8ffHpaiIQyoVPWxtucOCarLV8UthISmmeDxuGh1NCqfCQgobqES7jYsLC7y8iPX3Z5idHZ1tbckNCEC0bMliLy+Wzp5d1sW2Eo8//jhRUVH07t2bfv368eijj/L4448DcPvttzPC0OzM0jwaFkaUtzdfHD+OnUpFUSPci/UhwMGBqYcP465U4liDh97bzo4CQ1KvuYiMjJS1bNnyM7Nu1Dw8SFk4ZaokSVspe7zcK0nS58B4YHVNKzeK4eHm5vZBU5NGr44xY8bg6urKyy+/TEuDSI5rNWV2WVlZ/PTTT8yZM4eOaWl806MHe4cNo6WTU437KLGzQ6FWY1NDN0xjuCsoCDdb24qM96tJSUnh1ltv5Z577jE6ibQ6+vv5MatPn4pk0K1pafxUB92DwMBAzpw5Y/J63j4+bDlzhi8KC9moUrG1kou6IdALgatcjr2xx/Gm0dHkcLSwx+MaYmJoJpfzqLMzr7i44Grw4I1zcGCltzf/LFzIqVOnKhb38fFh8ODBFQ0n/fz88PHxYfr06YSEhLB6dY3PBrOysF8/ll+8yM79+8kw5IU0FVJLSjiTm0upTkdwNYZmUmEhK5OTyVKpeMuMDTKbN2+OJEkdJUmyqhiVEOJ7IYS7ECLG8G8uEAPsAQYIIWoUs2rw5FJJkrp06NDBu7qHc1Ojc+fOBAcH8+233xIYGIiNjQ0f/PFHxfd6IVhXWsr0vDzitVreiozk6YEDTeqOmuntjVdGRr3H6ufggEImo6SkpMokz2PHjtGnUiKZqQgh0ApRrYZHSkoKHTt2RKPRIJfLjeriW1hYyN69e6EWL9LV2Ht4kJaWVvF5iOH49bK1ZXcDKOSe1GjwkCRuMSa59KbR0SSxVatRN7QEf6UW95XppVSyxtubOxYvJm3bNiLc3HihXTtCDA/Kq1sXjB49mm+//Rb9nDnIpkyx+LCb2dtzf0gIGbGxZHTpQtD58xbfp7kIdnZmaS2y6IFOTvx76630Xb+eAAcHqEeriKvp2rWrQqVSvQo8a7aNWgAhRA7wlzHLNrjHo0WLFq916NChaWeUXoWLiwuRkZF8+umnOBm8F5tLS+memkqzlBRezs3lRWdnjvr68mzbtia3ZM9o1gxvMxgeAHYyGbpqPCdZWVllHReryXqvjXv+/ZduNbxFeSYnc+bMGd5//32WLDGuPL2oqAi/Ovz2LDs70tLSuFoJ4XI9vUbGcFGrpWNqKv2r0GG4hptGR5NFAhCi4RU5Y2KqvG663Xorp+66i5cjIvCwtaXrqlVIv/2Gy4IFLPvqq2u6Ozs5ORll/JuLrh4eiOxs0uzt69VOwVqJ9vEhws2NUVu2MH36dIrNVO0UFhaGEGKKNQuKmUqDGh6SJNmo1eqRISEhDbnbBiEyMhKVSkVubi7dU1MZn5nJKy4uHPX15YSvL3c5OtKiilLOZRcu4L5wId/VEE7Id3XF1UzCO3rghSryPNRqNXZ2dv+13zYRIQQLEhMJqSJspNbpcFUoKNFqcT10CEdHR06cOMGaNWtqlRqOj4/H3cSOmAC+3t5kZWVRCkRWisuGKhQsNtOEUO2+5XJ2+fgQUFvp7k2jo8ljV1pKaWOpLpcbIJUMEQcbG4YHBPBuly5k33UXb3bsiEKSOJKTw5C9eytWdXNzIysri3N1DAscevZZjufksDU1ld3p6VwuLq71Xh7g68tdQUHY5ORwook1AzWWmd27A7B20CCzdSk3yAs4Upa0eV3QoKEWSZIGtW7dusmX0FaFg4MDAQEBhGdm8rSTEzF2drhcfXPFxHA6N5eFiYk8Ex6Op50dhVotuWo1mdVUm5QqldiqVPUqo61MoKMjJ6voJbN161aioqLqLLJVnu09tYpKpaUXL1Ko1ZJRWkqGSsWsLl1Q6/VM2bWL2NhYnnvuuSq3WT6RjTOxod3hrCyO5eUR4+3NnowMjlTycvxTWso/paWoW7RAYaEXCIUk0bspdcG9SZ2xLy6mxN4eezO1STAncpmMtzt35u3OnVl4/jxjtm5lm60tf3X9T2IhLS3NZO2Jk6+8QrcOHRBCMDEoiEPZ2ZzNz0chSahr6GJ7MDubUp2OwYWFhPfqBYmJdfthVkx/Q/7KbZs24XPiBLfffjvNzFDJExYWJisuLn6NMoXQJk+DGh6BgYEvhIaGXpem7kcffQTAlri4Kx7emzdv5sCBA+zZs4e4Q4e4FBtLtlpN32bNuMXfn0nBwUyqIR6Y7emJR3Z2ncelF4LtaWnEGPIa7mnVijnx8URUah6l0+nYtWsXhw4dqnOYZemFCwCEVqFrEJ+Xh04ITufn08ndnQmtWiGTJI5kZfHV2bPk5ubiVkUfhwMHyvRrRrdoYdJYZsbF0Skmhr/79+eVQ4f4yVBb7wqYt32f9aAXAl0N+TU3sQz2JSWUNIE+UxNatUKl1zN440bWCMESg/FRU2+YypTPI3N8fVlm0AZxcHBgY1ERGfn5ODk5cc8998APP1yxXn5+PhcuXKB9+/Z0HjkSLzs7th49Smj//gRdh4aHXCaj9J57CF26lAtpafz++++88MIL9d5umzZt2L59+0hJkiRhro50jUiDGR6SJMl8fHz6BgQENNQuG5Rnn32WNWvW8O233+Lv789ff/1FQUEBly9fxtvbGx8fH4KDg4mOjuaHH35gkJGiXLlubvU2PJwqufz7+/oy88wZKveVLa9y6fD551DHB1dqSQmL+vWrkHevjK+DA0qZDJVez/Pt2lXkuHzevTtfnT3Ll19+yWuvvYadnR1FRUXs2rWL/Px8Cs6fZ+fQoSY9TM8VFLA2L4/BWi1uSiX7MzMrvqtsdKTpdNeGQizY28PSHM3OxtvO7hrhuZtYlkYNtZjI5JAQjufkMHrLFs67uzM3KIgjL79MfyNUgV89eJBPDRUzEyZMQKVSsXTpUpydnRkxYgSenp7MmzcPV1dXXFxcUKlUFBQUsHXrVo4cOULPnj05ffo07jod4W5uvDpypKV/bqOhlMuZ1KoVs+LiyMzPZ/v27fTrVz8pDoVCgZ+fnzI1NbUzcNgsA21EGtLjERkQEGB7PYZZoEzsZfDgwfzxxx/Y29sTGRmJXC7njjvuuKKCZM6cOQCo9HrsjDgWeW5utKpHeZaNTHaF0mCwkxNn8/PRaDQoFAp0Oh2zZ8+mq4cHNvV4W3a1ta1S+AygtbMzKr0eV4WCcZW8FzKZjAdat+aX+HhmzpxJ3759Wb9+PQAPtm7NJ8OH425CyEKn1xOydCnh4eHkGXJi2rq5cTIvD81VQl755Z9NzbOovLwVGSFdqjn2N7EsdqWlFlMvtQTjWrbks1OnCF6yhD/79WPE5s0M8fOjbQ2dY7V6PZ+eOsXdd9+Nn58fzs7OFWqpoaGhdOvWDYAhQ4Ywf/58PD09SU9PRyaTVQib7TXkl+QDSUVF/A/QyuX1lgiwVt6PjOT9yEheP3SIGZs3Mzgnh9JRo+olU+Di4iKjrC9Kk6fB/LI+Pj7jg4KCrk+rw0CzZs148skneeCBB+jUqRPt27e/wujQ6/Xk5+dzeMQIo4wOgFI7O+zMqEFhb3jLLxcb2rBhA/lZWRzKzmba4bob0u916UKravRI1iQnA+CiUDBpx44rvvu5d29+6tWL4uLiCqNjVq9e/Nynj0lGh14IhhvkjGfGxDDQ8DCYEhJyhdHha6g0mVNYWKfkTrVOxzP79qHS6eqfHGpFhstN6oZdaSmlTSifp4eXFyHOzpwvLOR/hw7xXNu29F23jq8Nbd2TCgsZtXkzj+3Zw0ZD5Um52rGXl1dFr6esrCxkMhk7d+6s6FXVuXNnHnroIcaOHcuDDz5I3759GTNmDG+++SYvv/xyxRicnJwgI4P8JmSw1ZUPu3Zl7aBBvH74ME6rVtVrWw1ZgWRpGuyX2Nrajg8KCmqo3Vkl+/fvJ1QuN1oRVG1ri61abZFujq8WF7Njxw727t1b4en4+OTJazwDxhKfn8/Z/PwqvztXWEiMjw8Xi4srDJ9yJEmq6Ezq6OjIk2FhPFCHBNdb/vmH9ZcuMaNrV1r7+KA0TJb9fXyIcHXFXi7nrsBA0gxGXHEde0bIJYlb/f2xLZ8EzGF83DRAmiy2KlXDa3nUAxuZjLgxY9g3bBidPDyYevgwo1q04Jn9++m8ciWdV61iZXIyP8bGMmTjRl49eJDnDxwgNDQUl0qGQqtWrQgICMDe3r7Kt3gbGxvCw8Pp3LkzMpkMR0dHpk+fzosvvkhhYSHzz50j6wYJCw5t3pxtt97KywcPMmj37jpv5zqqpm0Yw0OSJFudTudjSmfU643c3Fz2bd7Mb9HRRut4FDg742xCw7mqSCku5vxV25jeqRNP7t3L4X//5czo0RRptbwSEUE7V1dWGbwTppKjUrHp8mX0VeQ9bUtLQymT8XanTsyvQjhIJwQSsHPAANq6uqIy0fg5mJnJltRUPu/WjVfbt0etVGJrSJq7XFKCj709JTodfyYlMTIggG7duvFvHR8WcpmM4QEB5p8EbhofTRJbtRp1Hcq9G5NyY/+DLl0AmJOQAEBzBweGNW8OlDU9E5S9jMw/f56xY8de0f1WJpNx33338dxzz2FK+Lxc1O/w4cO8n5LC6jrON02NfoZql77r15tV2bSp0lAej84BAQENrpJqTaxcuZJXIiKqrPqojkJnZ5zqaXjkqdVkXVWq+2r79gz09eWXPn0IMyjIDvLzY1SLFvxbSe3TFBSSxK/x8eirMBryNBrWX77Mv9X0munq6Yn+vvvo5OHBk+HhOJjYun5xUhIjmjfn+XbtgDJPkVKlQghB0JIlbDaU+nb39KTLgw/SsmVLo8V9Htuzh4O19bSog9cjUaMh9+r4tpm8H6rrNG5ujciEQDRRF7hSLifrrrt4MiyMYc2bsyYlhfnnz3Orvz8fGoyS+0NCcHV1xbYK48rGxqZKBeSaaN26Nf/73/8YNWoU3bp1Y+L+/cy/QR7EW4YMAeDF/ftveOOjQe4Ye3v7ns2aNbuu8ztq4uTJk8gzMnjWiOzxyhQ5OOBYVFSvfbdzc7umjbWdXM4HXbsyypDo2dzBgXaurnT18OBkHYXKhrZowZGcHNZX0UE3Y/x4hvj5sdHw3ScnTlDwzTd12s/V6IVg7aVLZFcqC1QrFCg0Go4YqoHKfROBTk6cnzePJUuW4FWFlklVaPR6HIx5ozPR+LCRJNZWl7uzdSvZmzaxroqOo7WxKz2dZYbS5kWJiYzbsoVcI0smb3Lj4aFU8k3PnjweFkZ3Q4JyKycn7mvdmk8iIzmSnc3TTz9tklejNmxtbdFqtXh6ejJhwgTu2bGDI88/D3PnXvnvOqOfjw+D/fz49uxZntq7l6nx8Y09pEajQQwPPz+/kd7e3sTGxrJ582Zmz57N9OnTWbVqVbUNy64XhBBs3ryZWb16oTTx5i12dMTBwiqbAEqZjEslJSxKSqJdDdnttfFYaCjNq1Drc7G15bHQUJQyGc+3bcuXqamMHTsWbR3zSSozOy6OIzk57MrI4MK77wKgsbVFX1LCAYOnIun223mhXTvaubqSUFgIwG0Gl3Kt2+/Tp8aM/7oSYGPDxBpi3ALYf+CAyR6QPs2acVerVgghGOTnR6SnJ25NLBTQ5GgM2XQzMyIggH3Dh6OdNInve/UC4MV27ZAkqaIixRKUe0z69u3L8uXLgbI5U6/XX3fGh0yS2DB4MGnjx3OusJA+a9dy39GjjT2sRqFBDA9RUBB1fMUKTq9bR//cXF718+P19u1xT0nh208+4Q1DjPF65PTp09ja2lbE+EyhxN4e+wYwPIYHBNBn7VrkksR0E5uxVebrnj0Jd3Hh8T17OJGTc8V3A3196eDmxk5nZ+655x5OnDjBE/XUPziclcVzBw7wyCOPAGWdbPc+8QRahYJHt23jkT172DF0KC0cHZnUqhVfnT7NzvR0unt68oIhLGOteMrlvFHeSLE8BGOkEXKuoICOK1fioVRWqSR7E/Oi0GjQmBhysFbklcJGkiRxi58fx48ft8i+dDodzZo146GHHmLIkCGMGTMGSZKQyWTY2dkhSRLfdO9e54R3a8XV1pbVAwcyIiCAnmvX1ivhtKnSIHkXMr1e/mzbtoxr2fKK+P2a5GSGb97MpeJi3jp3jv81b45Kpboie7opU1RUxLp161jRq1edkhF1DVTn/lX37nzUtes1FSd14XJJCT/ExvLn+fMEOTsT4ebG7N69cVUqCXRy4mB6Oo6OjowfP55ffvmFpwcOpIORVT6VOZqdTdfVq+ncuTP+/v5MnDiRBQsW0KtXL7787DMebtWK99u3p7XhWuri6UnS7bfzv8OHmd6pU5VCZ/Wmms6h5kRs2cL8wEDubtWq2msq2NmZNYMGWXQcN/kPG60WnY0NXIfe20BHR0QlET5zotFosLOzIyAgAC8vLzp16kRkZCSSJOHm5sZnn33Ghx9+yGe2tuzp3h2fJiLUZgySJPFmp0708vZm7NatzFarOdy/PwA5OTn88ccfZFY67qGhodhfR7/f4oaHJEluvVu2rFIWfLChpDFs+XKKDbXgAFOmTCHQxP4c1sjGjRuZ0rw5/evQht1crtsCjQa5JNWYsClJklmMDijLo2jl5MQrERF0cHdn0pkzvOThwcy8PO4LCeGAIanK09OTTp06sSo5+RrDQ6fXU6rT4ViNcfDmkSO8e+wYndzdueWWWwAqhIre6NgRdzs7Ij08rtEBcbW15duePckqLeXdY8d4owl6AyRJYlRiIlItbbdb3CClitaAjVaLxsaG6+ex8B/dvbwoMiiWmhuNRlNRKWNnZ8fYsWOv+P6tt95CCMHnn3+O76JFnBg1iggLhD0bkyH+/iyNiWHKrl1w8SIuLi6cPn2a9u3bEx0dTevWrdm5cycZGRmcO3fuuqmnbYhQS3Coq2uVyQ0KmYw5ffpUGB1vduiAUiZjzpw5DGji7qcjR45QEB/P23UMXejkcuRm8HbE5+dfU9ViSWSSxK9RUbx59Ciz/fyIjo7m559/JjY/n7ZnzpCUlITO8Lt0Oh32VeS93LV9Oy0WL65y+3szMvju7FlOjBrF2GefxcnJiWPHjrF9+3YG+PjwUrt2tHR0rFZ87EBmJgvOn+fNI0dq7aZprTjLZE2+/Pbu7dvJv06SXuU6HbrrVJE5oaCAwsJCiuqZ5F4VWq32ihLdqykPuzzzzDMAtF+xAt11FnYBiPbx4fioUbzs5cUglYqLI0eyr21blrq48El6OrvatCGuTx+eCAtrmhNWFTSE4eHbXKms9q68v3VrxH33Ie67j86enhUaDmvrkNFvLVy4cIGd69axfMAAXOuY2KextcXWDK5bnRANnlwY3awZX3fvzvI//sDT05MBAwbQ9Z9/OPLVVwQFBbFr1y4AgtLSKsZ2sbCQb86cQafXM9DXlyF+fpRWMryEEBzPyeGeHTuY1asXf1fqsFmelLb+lltwsbWFGgyKh3fvxl4u58MuXa4JVah0uvo/DBuq1b0J+9Hr9Zy8Kuemselbh5wna0Wu06G/Tg2PPt5lCt2WUM3U6XQ1Gh7l2NraMm3aNDw9PfnnnnvMPg5rwE4u55HQUD6OjMTToK58PVOnq0mSpNskSXpBkqRII5b1biaXG+Ui6uXlxR/R0TzQunWV1RFNgYyMDFbNn89vUVH1qhDRKBTYmOGNsJOHB8oG1hm4f+dOJu3YwZNhYfzzzz/06NGDUaNG8eijjzJhwgT27t3Lc2fO4GZry99JSSQWFvJDbCyXiovRA0+Eh3NfSAh/JyXB3Ln8lpCAy4IFjN6yhYfbtOH4gAFX7G/MmDEAlJa/DVWT+6DS6Yhq1owpbdrwWocOqHQ6/k5Koshg4Gn0elLMkczbUMaHkRRrtbxx5EhjD+MKHg8LKzMSrwNk16nHIy4/n+7//kvHjh0tkl+g0+mMLtO1sbEhMDCQRYsWXXfVLjciRj2RJEmaLUnSbkmSphn+1B6YCfSpbV0/d/dgbyMT+fwcHLg7OJhjOTl09fAwah1rQQjB4cOH+Wv2bD6NjGSokeWa1WGuBkoKmQzbBp4Un2vbFieFgrWXLnH+7Fm2bt1KWFgYPj4+zJgxA3e9nqh165jUqhXb09Oxk8l4t0sXPujataIT7dDmzTndrx/z5s3ji6Ii3G1tOTduHKWjRl2zvw4dOiCXy/m+c+eyP1Tj8ZAB44OCkEkSOr2esGXLuHPbNhINbmQnhcJ8pbOWND5M3LajQsFtzZtbZWjpx9hY7ruqf09TQyYE4jqSsy5nwP79qFQqhg4dapHt6/V6kzwpbdu25ZdffmHLli03jY8mTq1nXZKkcYBcCNEbCJYkqQ2wBXge+Ku29V3s7HxrqyDQ6fW8fugQBRoN5woKOJGby4p6lHU2NEII1q5dy+7du9k4eDD3hoTUe5t6M+V4NAZdPT3JmTABO7mcaR06EL9vH2lpaYwbN46wsDAuFhdzOjeXgf/8Q4FGw89xcdfIyK9OTuaDDz7gkUce4ciRI3QaOJC3a0ioDA4OZsGCBWX5QpLE3IQENl++XBETzlOr8Vm0iJ/i4oAyGfckg8FhMX+QJYyPOmxTADNOnCDRoGFiTWSpVMxr4iqOkl6PvrHVS2Niqv9XB7JVKlJSUrjttttwsJD3Wa/Xm1TtFxISgr+/Pw8++KBFxnMT05AkyUeSpH8N/28jSdIFSZK2Gv51qGldY0oZYvjPwNgARAsh5gAHjBmcjVzuWJtwlkySmNqhA04KBXMTEijV6ZpU6dA///zDpUuXiBs40GzuY51cjqyJJ1KdyM1lR3o6D4SEELp/P3kjRjBx4kS2bNnCtm3bKuTV3zh6lGlXGZpfnT7NA61bE3D33Rw/fpzgGowOnU5HnMGg+EYux6FbN57eubPie0cbG9xtbclRqxni51e23JkzFd9b1A9QPvGbIxm0jg+RcqPO2B5BDcn/OnTgfx1qnKOsHqm+Hg9Lh+aq2n4N1+Omy5cZt3Urnp6etK5Dw0ZjEUKY5PGQyWR4eHhYJNG1QanpfDeRpHFJktyBuUB5+VxHYIEQ4lVj1jfG8HAEyjM9s4GuNSx7DTJJcqwpx+BcQQF3bd/OukGDcFIoKh4I6enpNGvWzJRdNQpHjhwhLi6Os2Y0OsqRrNA1bgqnR4/mpQMHaO/uzs/x8aw7fpzZHToQExPDtm3bAIh0d6d5FaWfXT09yVGpeDsxsdbKoHPnzhHs5MRn3bqhFoIkQ5WUn709eRoNRVotRVot4wMDK8q6e3p5sfTiRQC2pqailMnYcPky9wYH42SNGh/1fDgtjokh0MmpXtu4SdUYdZ82cN5PfFoaf+7bxyu33YaiqgTOq8dT6do8kJXF2JYtaXXvvRYdo6mhv+PHj3PixAlkMhlr1qxhmIXGZRGMPf/mfFGxLDrgLmC54XMvYIQkSQOA48CjQghtdStLtZ18SZK+osyS2WMIu4QLIT4wdnRdgoKWvx4TM6pZNQdeLwRZKhXednboheBMXh4lOh2+vr4WyaQ2JxqNhqysLNo6O2NnJh2McrQKBVq5HLvq+nk0EdJKSkguLsbbzg6dXo+doW+MWq0mOzsbSQh0QhDh5oZdJc9YrlrN5ZIS2rq6crmWTrJFRUUoSksJdHLiQlERSi8vfEpKSCkuxtHGhlKdDndb2ysk649lZ6MRgmZ2dpTodBRrteiEwN3WFq0QOMjleNvZoZTLKdBosJfLsTHH9ViXpn9GdHXWGzr81uS6FkJQrNPhWMO1mufmhmsd+/XcqKjs7JDpdCisqBohMTOTrMJCnJRKAj09UcjlxiVyFhRwMCuL1s7OFFu4m7hMJkMulxvVNkOr1ZJ+VZNJZ4UCV4UCD6WyIjfM6qjvMaw0X/zy11/MW7v2ViHEhrpsqmPHbmLlSqMCFQQFSUlAZeW4WUKIWVcvJ0nSViFEjCRJ3YFkIcRlSZJ+A/4WQqyobvvGPC0PAtHAHqATcNaokRvQ6fXFHikpxGzZUuuyx3NyGLRyJUdGjGBZt26m7KbB0ev1/Pzzz7zVsiVDQ0PNvv00Hx+yPD1pZyHxnobibF4e723bxrQOHXjt8GFumTCBgIAAAFatWsXZs2e5x9eXF65Sdz1fUMDYpUt5PDQUn7vvrnb7KSkp/Pbbb9wfGMjkXr2Q//47M2bMYNE337DY0CwN4OdevXiw0nl6YtkyTufnIwN0993HC/v388Xp0yiAb3v1YltmJj/Hx/NWp068beinkDF+PF71eLgUaTT/Jfsa+0Zj5JvS7owMIj08sJXLKdFqSSgooP1VwmzZKhU916xhz223VVuyt2rUKKPu1Zv8R2xYGE4FBfhbYB6oKz/s3MlL8+bh7+ZGl5Yt6R8Wxsu33Vbrer/v3s1LP/1E6hdf8EMVDR/Nib29PZ6eniQnJ9e4nBCCH374gbS0NGQyGdOmTWPLli38+++/FcsMHz6cGTIZAY6O1tWbyFyerq1bq2zAaUEyhRCmPISPCSHKBaMOAG1qWtgYw2MZ8K8kSf7AbZS5VIxGK5cXqWrLVTCcnA4AK1fSedUqplux4VFewaLX63m4TY3Ht87IrCFhzQyEurhwIjeXR/bs4eV27Vh84ECF4TF8+HDkcjn7NBpk8+Zxe8uW/G24Fs7m53Obvz+Lk5J4oobtz507F7Vazbc9eiAMb/1t3d35PCMDV4WCEq0WtRAsu3iRlw8dooenJ108PXk5IoIHdu/ml6goMkpLyVGp8LK1JVOtxkOp5Kc+fSjV6cgoKSHK25udGRk8vmcPmwoK6N69Oz87O9eqDqrV6zmWk0OQkxMeSiUfnzyJTgje69LF7K733ga9BSjTBKiqlNtDqeSL7t3JUKluCK2AhkJIktWFRadERxPs7c2/sbE8c8steBn55p2Qns7zQ4bQzMUFjOzgXFdkMplR4ZZ58+aRlpYGlL3wffbZZxV5HtOnT+fSpUts2LCBDomJjG7RgmVXlds3Gua8x2NiELm5Aisri6/EPEmS3gdOAGOAGqMitT7ZhBD5lCWY7gEGCCFMuhpL1Ors4rAwo7OuXzFY5ROsuOnSwYMHWblyJQs7dqxTDxZjuF5EiSRJ4tDw4YQ4O5NQWMjJkydRG/RJJEmiR48eHDp0CIDFFy5wvqCAw1lZtHBw4JsePcjRaNBqqw0Volarefzxx5HLZCQUFOCuUOBoY8Nf/fqRp9HwW3Q0z7dtiwTkqNVsT0/n4xMnGOjnx0+9exPj40NiYSG/njvH9717M6tXLx7avRvpt9/4/fx5Dmdn82R4ODaSxOKLF4mKiqK4uJjwtWt5dPdu5sTHXyH3X5nvzp4lcvVqbtmwgUvFxUzr2BFXhYJDWVkWLW2VJKnaRNIRAQGElzefu4lZ0JcbHiY08rM0SoWCIe3b8+64cXi7uBg9T6Xn5/PFhg3IGqByRJKkigTzmrjjjjt46KGHeP3113Fzc6swOp5//nkA/P39mTRpEjY2Niy/eJF3jh5l4fnzjV8+biXXQgPxDjAPOALsFkJsrGlho16phRA5Qoi/hBCppo4mOS0tPtOEMr4Zd9wBQPjUqfzP0MvFmiguLmbt2rXM6dOnTj1YjOV6kmHu4unJR1278mtCAn3c3dmw4b8QpZOTE0FBQbgaHoa3b91K19Wr+TUhgWAXFzxsbXnvvfdYuHAhWVlZbNiwgdzcXDQaTYX0eh9D98zPT51iVIsWpJWW0m/9ekYEBPBdbCyfdevGikGDEPfdx+nRo5kcEsLejAzSiovpsmoVIzdv5s7AQLyVSprZ2ZFbSbhtd2YmRVotbra2PProo3Tr1o1bbrmFhx9+mHOBgbwWH4/vypW85O1N/tdfX6Ev8GhoKEdGjGBOVBSeSiU2ksQvCQlErl6NbN48Xty/H3UTLJnW6vX0XrOG2Pz8xh6KVSBksisr0KzIADGV+6OjG2xfMpnMKMPDwcGBgIAAlEolzz33HD4+Ptxxxx0VcwaUCYyFGGQMPjhzhhfi43FesoR2+/cTsGkTQy5fJv2TTxpe/6OJXgfGIoSIMfz3hBCioxCigxBiam3rWbxJnFanS08vLhaAUSa3JEmoZs1ixFdf8dJff/HV3XfzdqVYfWOTmJhId3d37rdgmRlcX622oawhoLedHbcFBPDd6dMc8PWlW7duKJVK7r//fg4cOMC+ffvo7+HB2fx8OhkE5H6PjuaVQ4c4fOYMZwwVT+WS6yNGjACoUGZ1USiYk5BAT4PhMD4wkPt27iwrzzYkVKr0euYkJDAnIeGK8S1KSmJRUhLJt9/OyIAAVhrizu1cXXl4926WxsRwtJKh6e7uTnR0NNHR0Vy6dInVq1czc+ZM+vXrx7vvvkvvH35AKZdX/I5yTo8eTVx+PqHLlvH56dN09fTknloavlkbNjIZs3r3bvw3SitBJ5Mhq8qAvPqhY2WKtlUhl8mwt7cnugEMELlcXvHyYAqPP/54lX9v3bo1Go2Ge++9FyEEqamp5Obm4urqytGjR4mIiGDZsmVEzZ0LkyfXd/jGU34dNIHz31BY3PAA0lMLCvSA0a/vtjY2/PX443R75x3C/fzADIJc5iIpKYlxLVuadZtCiGtcodeb4QGQPn48UGYQdF+zBl9f34p8D61WS3h4OF9s28YXlSaFW/z9OeTvz6ncXOSSRLCzM0ezs+m+Zg2HN28GoKMhifK1Dh04nJ1NsVaLu60tT+/bB0CLv/9mryHc08bZmRldu7IjPR1/OzsO5eTwQ8+eXCop4eWDB3GzteXxsLAKw+NUXh6vREQw0NeXo9X8Ln9/fyZMmEBpaSn//PMPAwYM4PvISKZUY5y2cXFhRpcuvHb4MJN27CBPreaJ8PB6H9+GokCjIdTFxeyVBBq9nrUpKYxq0cKs27U0erkcuTGaO1b+AMosKGDgl18yfPhw2rdvb/H91dXwqI7u3bvTvXt3oOwF1t/fH3+D17x58+bs2rWLsWPHcvjwYeqnK11HrPz8NyQNkb14Pj493eSry83BgXXPP88bS5eSmmpyhMciFBUVsXfvXrxrKe80BZVOR6slS8i7qi+LzXVoeJTTytmZuVFRLJs3j5MnTwJlGe4Vk1AV7tB2bm6EubqikMno5uXFjqFDiRszhtwJEwgzuFzdbG3p5OGBJElMDgkhz1Cml6VWVzR/kySJV9u3Z+XAgfzYpw/7hw8n0suLkS1acGbMGBwVCob6+/NTr178Hh3NX/36sfHyZYKWLCFr4UIu15BZbmdnx8iRI5k8eTLPHj/OoA3XVr2dzs0lT63mtcOHK/7W29ubk7m5Vu1B+OPcOc4akg33ZGRwLCfH7EqoEmX9mpoaOrm8ao9HdVhpKGbjqVN0b9++QYwOKAuPmNPwqI3evXsTEBBAjx49WDpmDPGNFSosP/+V/91gNIThkZqSnV2nq6u1jw9vjx7NuUplU41JRkYGTk5OPLB7t9m2qZTLWRwTg8tVRoYE1TY7a+rkqtVsunyZv/r1Y+eqVaxYsYIzZ85QWPlBVoXxodXrKxq6RTVrhr2NzTXdf0/n5aETgmyV6grP1I6rNABqIlOlYlFSEl3c3dmRns4/gwdzaMQICjQaZv34I/v3769xfX9/f2JiYjiiVvP6oUN8eOwYrx86xHvHjtFuxQrcFy6sWHbNwIF08fSk08qVfHvWpEr1BqW/jw+tDAJkg/396e7lRbAZdR4KNBoKtVqaNSHF4nK0NjbY1JAAXS1W9uAJ9fXl+NmzvDFpUoPsT6FQGKXhYS4kSWLkyJG0adOGxx57jA7r1rHOWrqg32DGiMUNDyGE0Oh0pdo6WrYTevZkw8mTTJ8+vUGt46rIzMyksLCQTyNrbcprEpGenlVmnUt6Pfrr0PhwUSjo6ulJn2bNWNS/P4cOHeL06dNkx8URGBjIwIED2bRpU4XxoRcCIQTnCwtr7evxYOvWKPR6Vqem8k2PHjzQujVD/PxIKizkSHa2UeP7KTaWDZcv8+mpU8w8c4Z1KSkEOTkxJyqKmT16sHr16lqT4sLDwwkLC+OLuDh+jItjxokTFR1iy/0av0ZFcZsh1BTo6MjT+/ZVeBWsjQBHR4s2G5QoMz6aInU2PCpjBQ+cgvBw0jIzKVWpal/YDNjY2DSo4QFlCa0DBgzgiSeeoEePHvxhaKFglVjBNWEpGkQowtHB4XxsHcMlnk5ORDRvjo+Pj9EtlC2Fv78/kiSZ9PZcH+xKSym9DvUWZJLEpOBglHI5fZo1I3P8eFo4OHCxuJgpbm7k5uYyYsQI3u7cmZUXL9Jy8WL6rlvHv2lpBDs7s/zCBXJUKnamp19RgQIwpmVLQpRKtAoFfg4OzO7Th/WDB/Nsu3aEGPmG/mJEBPuHDSPdoBq7pVJ45anwcHzs7CpKgKvD0dGRW2+9lWHDhpFUVMTcPn14t3Nnops1Y0pICOfGjmVypdylBf36AdB15Uoe37OnwrNzo+CkUNSqi2KtaBWK+hselWmMB01MDBFt2tCtQwfGP/WUUdUm9UWhUNRYKm9pHB0dK/RBrJ7rzPhoEMMjOz9/3eF6VKZseuklCgoKyMrKMuOoTMff35++fftSqtM1SDzeoaiI4npMxl+cOsVje/aYcUSWwUOpxNfgYl984QLve3gwYcIEzubl8dmpU7R1dWVcYCCfnTrFrRs3MmbrVu7fuZPvz57lUBXXRDNJ4sUuXTiRk1PxtxaOjpR3Sdbp9aSXlJBWUsLC8+fZk5EBlHlWAhYtYuyWLXTz8uL5du0Y26IFH3T9rz2RTq/HViZj1apVqKp4Mzx37hz5+fkV3rnY2FhatmxJzIIFTOvYkX+HDuWXqChaXWUE9fDy4smwMMJdXfkhNpbI1au5XFxcrUaIOSnSaNBbcX6JtaOXyYxLLjWFRnjQeHl4sOvvv8nOy+P06dMNvv+GxsbGhoK6tDBoJFTBwddN/XqDGB4X09K2HEhJqfOd6ePqyogRI9hqBVafo6Mj6y9dYv758xbfl0NxMUX1MDy6eHgQ0gQag0mSxL7hw7l0xx0M8vNj2uHD/P377yxITCSjtJSh/v5MDApi77BhBDg4YGPwOg3x96e9mxslWi1HsrNZl5JCYmEhNmo1E8LDKyTD1yYnk1NayoaUFLalpmLz++/4LFrElJ07cbe1xVWh4KUDB1idnExKSQnRhuaEg/z8WDJgAN6V8g5+iY8nw+AJyVm8uCLxOSMjg6KiIn777Tc+//xzvvvuO3bu3EmfPn3IzMxk0aJFtR6Hr3v04BVDYp+9XM6Qf/7Bcf589mVm1rJm/UgvLWWvwfi6SR2wlNHWCPOdQqHgnlGjKpK+LYW5K1rqQmZmJm0spDxdmVKdjoQmZOA0BA1RTgtwYGd8vAaocznI7JgY/NeubfSutUFBQSjt7BjaAOJmToWFZNYjyz/G15cYC4qcmRs/Bwe+7N4dIQSJhYX4OThwODubr06f5oPjx8nXaHC0scFFoSBbrWbyzp14KpVkXeV5eMLFhb3Hj3PqyBFKqpjcPG1tyVKryVKpOJKTQz8fH3zt7Zl/7hz2cjmv1dCmff2lS5Qa3m5/iI2lY0YGY55+mh9++KFiIt06ZAhFWi3vHD5Mm6wsJkyYwNSpU7kzNpaWb7zB4qQktqWlMbNHjyu2LUkSHd3daW5vz5GcHAYarvOea9YAsKBvXya0alX3A1wNR3JycFMoKip/akKn1xObn0/bKiTZrQm9EKSVlOBlZ2fRBmLXo5/o3rFjeeXjj8nKysLT09Mi+1AqlVV6DBsKnU7H6dOn+dLdHSxcSaWQJGLz840O9d4INIjhIYTIDW3RoqCwtFTpVMecBaXBLdaYMUEAb29vnJycWNivH08adCIshXN+PolNTFzKHEiSVBGK6O3tXdGHRKXTkV5aSmpJCe8dO0ZiYSHnqyjpzM7NJcDTk4MGQyDM2ZmBvr6klJSwIjmZLMMD9q1OnRhmSO58KSKiInxWk7z0L3368ElkJC4KBY4KBYP/+YftP/5IZGQk6SdPIqBC0ba1iwthy5axy8eHva1b06VNG77s3p3NqanYymRsuHSJWzdu5NIdd+Dn4ABAWzc3Ng8ZwtitW0lVqXi7Y0eWXLzI0ZwcJv77L3cFBZldpn9sy5ZcLCqqsWttOXKZDGeFgmyVCpVOVzFua2NPRgb/O3SIGZGR9KrUx8bcaBQKFJbIx2lErQcXZ2dGDBjAxYsXLWZ42NnZUdqInbf3799PJ6WSHg1Qvi2XybiteT2VQ2Ji4Ngxs4zHGmgojwdKpXLbrvj424fUsUZcYWPD2K5dCcrKQt2IUuoymYyoqChmzJjB40lJyKZMsdi+7EtKKG6C5YWWQimX08LRkRaOjiwfOLDi79kqFReKiujk7s7wzZu5lJ2Nh4cHqwcOrDAsHt61iwSDkfJdz55Mad0au6uSlY15oLvY2uJSqYR3xYAB/H7uHCqdjtxWrXi50vUd6uLC1A4dGLd1K6sHDuT9ggLu27kTgAhXV77p2ZNfo6Ku6aYZ6urKydGjAVidnMxblSacxUlJ3BEUZMzhMglTEjsDHB3R6PVVepOshVAXF+4PCeHr06dxsrG5plOvuVArlSjN/eZuBQJTUZGRnIyLs9j27ezsyG8kHY1jx46xbt064saMaZT9m0T5tTBlChh601wPNFj701Pnz8/ZEBtbL8/kh7ffzufr1zd6A7l27dpRUFBAZGQkmp9/tth+JMBGq0VjxJvo9cDsuLiK/AlT8FAq6WwQDvu5d29GuLvj5ubG6uRkvj1zhoS8PH5NSOBkbi6fRkbyeFjYNUZHXXFXKnm6bVsS8vNxVSiu0RV5r0sXngwLY8CGDWy4dKni7yfz8pABk0NCKuTcq2J4QADLBwzgdYNB831sLKVXPfBP5+aia4AqhMooZDKaW6m3A8DLzo57Q0LIVKmItWCJcqm5DQ8rMDoAOoaHc+TUKYtt397enpKSEottvzpOnz7NuhUrWDVwIK1dXBp8/0ZTRQPV64kGMzz0ev3mtceO1cu3Fubnx7SRI3ny99/NNaw6oVQqeeaZZzhy5Ag/VzI8rn4gmAPXvDzybpBuok5mMLD8HRx4LCCAhzt35tNu3chVq/nizBm0QnBsxAhejIiodt3VycmsvHiRX+LiGLhhAxqdrkxLxPBvVmws+6tJ9Dyem8srhw9TWIXbfVrHjuROmEDsmDH82KsX7ra2zOnTB7lMhkavJ0elIrWGSXiUobLmmfBwNqemsiQpqeK7y8XFtFuxglNWqv9RX+pTPSaXyfizf39CLPiAUdnZoaxvyKCaTt2NSZ+uXTl77hxPDB9uke03tGopwMXff2f3qlWsGzSI4QZPqNVQQ8f2cvLz8/VA7YlYTYAGe5UWQpR0CAk5f/by5XZh9RBteaR/f15fvJieajW2V71dNiRyuZzw8HDSDZoeWr0e+z/+4NDw4XQxY1zUNTeXPHd3vBq5lLghuMtMiZN2paXoHR2xt7FhaseOFGo0zOjaFacaPGWFGg0jDL1fHORyinU6/Nat45M5cxg1ahTbt2/n0T17mB8dTfcq4sLlHpT1ly5xe2DgNd9LkoSfgwOPhIbySGhoxd+XJCUx4d9/sZEk1JMmVRnueeXgQTanprL7ttv4vFu3K1re+zk4oLv3Xr47exYPpdKqvRCmUqDRcDg7m34+PnXehputLW5XNeozJ6V2dtjVxfCwIiOjKmxtbenUti1LN2zgrfvu4+3ffjPrttVGJDKbk5H79xMZH8+OoUOJasTihArqcP43bdqkBfaafSyNQIN5PACSMzJmLjl6tF7hFntbW/wNIlONTVhYGEuXLoW5c7GRybg3OJin9+2j+aJF1+giHMjMxPvPP4kzMa7pkZVFtgUnzusRG40GbSUjw0mhqNHoKKe/4QFXHrTw9PRk6tSpeHl5MW7cOACWV5EkVqLVsik1lTEtWvDRiRMmjfWuVq3YOHgw+RMnVptj8kibNkS4uqLV65HLZNcsJ5Mk2rq64mZiCDJXrUbTwCEaU3BWKOhrDQ+JGihxcMDelJCBlXk2amL0LbewwQLtKhwdHSkqKjL7dqujpKSEB3btYlavXo1ndBjh0aiWKVM4deoUWq02VgjR8PEpC9CgyQO5BQULF+zf/+Vrt95qV9fM/LXHjqHR6XC3ULKYKYSGhrJ8+fKysjPgx169+OD4cYbL5bguWEDOhAnYGEr59mZmkqlSMWD/fmL798fByLCCU2EhhU5OCAz9W25SK+XHyZRj5qRQVPTLmdm9O1tatSI0NBRJksjLyyMlJYW//vqL7OxsuMpjVx5ie6V9e0Zt3syZvDzCTQiPDarFA9jaxYW5tbQpr20bVXE6Lw8HuZxONRi2RRoNjo2YU2XuCh5zU2Jvj31xcc0LNRFD42omjBzJO19/bfaQiKOjIzmVxP0syfr169m9ezeTQ0J4qAE0O67AjOd99uzZhenp6V+bbYONTIN6PIQQeUKSTh29eLHO29gZH8/EHj1QWEHnVgcHB3x8fPjjjz8AsLex4d0uXXilfXu+6dkTuWHS1Oj1vHjgAJ3d3XFycmKqCVa3RJmQWPF15EJvCJQqFapaugjvy8yk+PvvYe5c8tVq1qSksHbQIC4NHUpYWFjFQ8/V1RWZwYDsUIXGR4FGg4ONDb28vBjWvDm/NlKL+22pqWhN8GD09vau0egAmHHixBU9VFZevEjvNWtIacA3VmumxN6+eo9HU/FuVDNGfx8fPNzcOGiiF682HBwcKK7NWDMDRUVF7N69m+6envzUu7fljdj6eDVqQK/X8+eff5ZoNJrlZttoI9OghgdA7MWL78zZu7fO/l0npZLtVhBmgbK3sa5du/Lxxx9fkQQnl8mYHBJScaEXa7Wo9Ho6jRpF//79+fXXX9H98ovR+/HKyCDTyl3O1oZDUVG1xtrO9HSk336j55o1BAcHc+rUKb7r1ImuHh7sjoqqch2NRoMkSXz++efXVJCU6vW4KBRIksTlkBAWLFjAjLZtzf6bauOH2FgOmiEX6ExeXkWS7DudO1dIzQO429pyPDeXgMWL+TU+vspk2hsJvVxetVx6UzA4aiEvP5/zFy+yxIxtF8qTShui5cThw4cB2DtsmOVE5CydGDxlCtu2bUMIsUMI0XjCJ2amwQ0PtUazevXRo0XFxpagXWVFdmrRAgcrcr9GRESQkpLC7uokp+fO5fCjj1Z89Pf3x97enl9//dXofXhnZJBhQRGk65Hq+txodTqi160D4I477iA0NJSIiAhef/119tfw0D5x4gTjxo3j7bffRjJ0zS2nlZMT2SoVJVotHTt2RC6X88Ybb/BqA6nGqnU6vP/8kwAHB/LNYAjkqNUVEs9XvyVG+/iQN2ECsaNHszk19Ybu8aKVy5FfLWjYVLwcRuDi7EzrwED6VGpmWF+cnJworEL0zxJcvnyZiTXkTtWZBq5CmjFjRtalS5c+aJCdNRANbngIIbTIZD/PN0b1s4oTGzp6NLEN0CfFWJycnOjt7c25am6mnJwcBgwYAEDLli0RhhbvTzzxREXb99pwzs8n38XlupRnthSORUUUVdGnZrSh/8Wdd95J+/bt6VGFbHlVtGrVivXr16NWq8s6WlY6dwqZDA+lkozSUpydnZk8eTKTJk1i9uzZ5vtBNWAjk5GpUvHpqVMM2biRzHqWd9YWgpHLZLRxdeW36OgrxNQaGiEE6kYUMStydMShcsipKRocNYxZkiS+mDaN5959l8eHDTPL7pydnRukMZsQgqSkJN43lzpqY5Q8T5lCSkoKx44dyxJCHGi4HVueBjc8ABKSkz/6dvt2VY3utmpOsJe7OxcvX0ZjJS5evV5PXH4+EVclExZoNNyr1+NhmMAfeeQR5IaSy9TUVJPKySTAPSeHnJvVLUZTnpRbjhCCk7m5rElJAcpE4KBsInz22WeZPn0606dPr9bw6NWrFwMGDOD9999n4MCBXL58GfHrr+gNhmRaSckV8uEBAQEUFhaS3gAiSTJJ4olKJbqmVk4BXCwq4rMTJ5qMcavR63lh/36+MnRRVet0fH/2bIOOocjJCafyF46maHQYwfCBA7lr+HB6jB3L7T178tZ99/HWfffVeXsNld+Rnp6OJEkE1adJZgMZG6///TeZ1RhjX3/9dVFBQcFHFh1AI9AokphCiLSI4OB/N5w8ecutVUmo13CiXV1cGBYTQ7CzMxcbUeu/HL/168lUqa55Qzydl8fva9Zw991307JlS+wMPWokSWLIkCHs3bsXvV5vtOXne/kyqX5+eGRnm/kXGIGpN541dBEuLLzC4/HGkSO8f/x4xefKBoaxFVKRkZGEhoaydetWevTogb29PYmJiRw5cgTbv/7i/ZCQiioaGxsb/P39WXbx4hW6HZbis+7d+S42FluZzKhmb1BmjOmFYPrRo7xnODZLrSh0sj0tjSKNhtuqEHsSQpBYVMRn3bvz+J49RHp6MqmB+xoVOjv/Z3g0RYy4ryVJ4sNXXqFNUBAD7rmHFx54gNefeKJOu2soowPgn3/+4cEHH0Qydb5sBAPy3t698azCQCooKGDu3LkFRUVFfzT4oIxAkiQf4G8hRF/D59lAO2C1EOK9mtZtNC3uU+fPP/He+vUnbm3f3mRf7YPjx/P1b78RM3SoJYZmFGq1mpUrV5Jw+jTbb731ClEnKGtrHu7qSmgVDx2FQkFeXh76yZMrqiVqwzs9nbPh4bQ9edJyZbXmuumM3Y4FDRS5Xo9OJkMAGSUlfF5J/nn69Ol13q6zszMjRozg2LFjbNiwAW9vb7766qsrqmDKiYmJ4bFff2VScLDR5dN1xU4uJ/uuu3j14EGjy193pKfz/dmzJBYWYi+T4WWoAvr93LkGf4hXhQSo9Hp2p6eTXlrK6JYtK76zlctZaghhPhseTrCzM7YGj6LOoHdiaQqcnPC5fPm69XZU5oHx47klKoqBkyahF4K3nnzSZFExV1fXBunPkpSURE5ODh9nZoIx10Ejn792VTWQmzKF7z76qFSlUn0lhGi8Nr7VIEmSOzAXcDR8HgfIhRC9JUn6RZKkNkKIapv9NJrhIYSIa9eq1ZEdsbE9ok18Ixw+YADPvPMOb4WGsi021kIjrJkNGzbg4OBAxvjxVT5UPJRK0kpKKC4uxuGq6oqQkBDs7e1NMiBsdDociospcHHBxZw3b2PedMbsux7GiX1pKaX29tioVGiF4I477qjztiojSRKdOnUiICCAdevWsXDhwiq3HRgYiJ+fH3/feiv3Vc5FsJDB5a5U8vv58xzPzWW3ETF5hSSxIDERgGhvb77u0YMkQCcE8fn5jd7Loq9B0O2zkyd56eBBku+4o0pl1nA3t4r///r0aZZfvMjGIUMq/qbW6ZAkyeyVDU3a41GH+75l8+b88cUXjHjoIR6+6y6T13dxcSE1NdXk9UyhqKiI9evXc88996CorvqxCRiKpaWlzJw5syAnJ8datTt0wF1AeYlvDPCX4f83ANGA9RkeAKcTEx/438qVh7e98ILClMxjpVLJLx99xF1PP83CmTPZbsEuilWh0Wg4cOAAJ0eNqvZNtrmDA2NbtqRkxQocJky44jsPDw9sbW1JKioi2ND+3Rj8U1K41Ly5+QyPJnADVjlGIx/czvn5FLzzDgcPHoQlS2jZsiUuZnyYenp6cs8999S4TGFhITNnzuS+AwdgzpyyP1b+TWY2QjLvuouF58+zIy2N6FqkxoOdnRnq70+eWs3Q5s1xsLFBJklcKCxk5FXhDZVOx6bLlyu6/ZbTEN6FFyMimNCqlVFy8C4KBRGVDBGA/VlZ/H7uHHcFBRFjpkojAQiZDHm/fmbZXlOhZ+fOjB0yhI9+/BGXFi2MXs/e3p7S0lKLl9GuWbOGDh068EXHjsZ5O6yRKVOY+fHHpWq1+nshhNkEcwoKTJpuvCRJqpzQOksIMav8gxAiH64IWTsCKYb/zwa61rTxRjU8hBAn27VqtWPt8eMDhnXsaNK6Q/r25Y8vvuCuZ57hj88/Z1cDVrps3LgRgLa1qFN+GhlJm2XLGJucTMBVE7azszMZpaUmGR6+ly+zIzSUsNOn6xZuaQqGhjEYaYw45+eTn5/Pjz/+SO/evc1qdBjLiBEjWL58OU8//TQzZszA8a+/rlzAiHNSrFIx5ptv2PDii//9sZoZxMHGhr+SkpABa2oxPJrZ2/N6hw70X7+eeX37siM9HXch6O3tjcdV4mtFWi1ehjylctJLSph6+DCzGkCcydgeNJNbt2byVX+LataMHl5eZn3oVVS02NubbZsNRj3nAbVGQ+vAQNJNEKtzd3e3uFppXl4elxIT2f/000aHsK2RvLw8vvjii9zMzMzGTCrNFEJ0M2H5QqD8ZnCilsKVRj87pxMT75+6cqWqLm29b4mOZvG333L3889zS7t23H//WxYY4ZUcPXqUvXv3cub992udbN2VSr7s3p3NhuZjlXFxcWHPrbcatc8zeXkczc7GRqfDJS/vv+qWq5Xyavt3PXPV78wsLeUnYNGiRWzcuJHOnTs3yrBCQ0O58847+fPPP+nRowf/BASY/AC0tbHhob59r/xjTAyZkZGI/v2vOb9Ph4ej1uuN6pbc3dOTk6NGEeLszOSQEGSSRFgVBrWHUkmPq5rjedvZ8WanTlYvaw5lJc/lOSDmIN/VFVcraNtgEmaaB46dOUMnEwXynJ2dLZrfUVxczMZFi3h60CDsG7HEu95MmcJ7771XWFpa+q4QomEycc3DQcrCKwCdgMSaFm5UjweAEOJCeFDQX7N37Lj3kXK35datRt8gfXv04I8vvmDMY4+x+fd6lE4ZSVBQEAAKubxsjLX4rkYEBPDI7t3X/N3T05MzZ87UuK62b19kksSLM2ey7exZCr//nhY2Nlzw8cGjgbLDmwpqrRa1VsuSgwdJyM3lk3/+oWXLlrzwwgs8/vjjONWnrK6eBAUF8fDDD7Njxw6GDBnC/EcfZWLPnkavbyOXM/4qvREA72efBSD5s8/4bdcucouLeWfMGIYrFLjGxrJLp2NgLQ8Ie8rS0AHYuhVBWY6HMUiSRIsqRNqshcvFxVeUOJuTvE6dcLtaPMxaMeNLR+y5cySnprL26FFsjEyYdnZ2tqhomFqt5u+//2Z0u3ZMHz3aYvtpCBITE5k3b15mbm7urNqXtiqWAf9KkuQP3Ab0qmnhRvd4AJxNSnry4w0bCrLqeHEO6duXr954g9seeIBevcaZeXRX4urqyvDhw+n+8cfkl5TU+hZRqtNVqY3g4eHByZMnr/2i0pt71AcfED51KjMnTmTFM88A4KXVkmNjg3WomFgPbyxdSth77/Hmxo0sT0riwQcfZOLEiTg5OeFsQjjLUtja2jJgwADs7e1ZZyZtj8VPPglAi5deQq/X8/HatTy3YAE6vZ7o0NBajY5riIkBmQyfIUMqrkHRvz9t1q3jSKtWZnmAFWg0XGogo3n++fOozC0wZjguuXK59RseFvB0Lt2wgQkjRhhtdAB4eXmRZQYp/6pQqVTMmTOHvn5+fHznnU3C+1YtU6bw8MMP52RnZz8ghLDyi6sMIUSM4b/5lCWY7gEGCCHyalrPKgwPIURBQWnpM1NXrKhzD5e7R4/mk9deY9KkwaSkpNS+Qj3o3r07wcHBPDhnzn9u82pCGqklJbgoFLx17twVf/f39+fs2bNlCpjVrPvW6NGE+/nRwtOz4iEiAc3ValJqaYB2o6DX63l7+XI2njqFh4cH999/P2PHjsXLEBYoKSnB3kri8JIk8cgjj7BgwQKSzDARj4uM5IsJExBCMG3pUr6/915+2LqVDTU09dLr9RxPTq5xjFe7qpUKBUfKGzvWM6yXWlJyTem5pXgxIgKlucIrlX6XAEplMuysSPPkCiwUWtXr9SxctYosE8QbFQoFcrmcUgtoLgkh2LZtG82bN2fOAw9gY8ZQWoMzZQpr164VJ06c2KdWq7c09nDqghAiRwjxlxCi1tKlRg+1lJOenT1385kzU3fFx7fu07q1SeGWciaOGoWjgwNTXvsfw4ffRogZewxcza233sr7779Pvxkz+Pf116/8stK4Q1UqNFu2EN+2LVTqT+Ph4UFWVhYajYbqVBeGdexIVUm3LVUq9jk7E6hSWU7To4mQlJXF9OXLcXNz45nJk6954ykvZ24o4aLacHd3x8HBgaCXX+aR/v35cfLVqZCm8dyQIXRq0YKBn3zC4/PmceHTTwmoJfegrZ+f0duXJIkT775r+sCquXfr3Ji8oUXpavJiymTY6/XWd+9ZOI9r8bp12MjltDGhvbynp6fZvR1FRUWo1WqWLFlCUVER+155pWl7Oij7TY899lhWamrqg409lobAagwPIYSQJOnWx+bPP7nv9dft7OrY9n7ULbcwZwaMfuQRpk6diqKO26kNhULBHXfcwd9//012YSEe1eQQOCiVvDFyJLd/+y1bXnmFrw1KegqFgmbNmrFq1SrGmrhvOyFw1OnIsrHBy9rdvRbGyeD5ueuuu6rMZC8uLqaZlXX2nThxIvPnz2fWtm38sGULkgkNA6tiQNu25H37LVtOn+bf2Fju7lV9eFUmk1mHm9NUrCg5Olsux93a7jsLH5/ky5d56YMPmPXBB+wxaL/UhiRJuLq6EmsGraXs7Gx+++03cg3aHHK5nGnDh/PmqFFNuoIFgClTePGxxwoKCgreFkJY1l1vJVjVGRNCnCvWamdMX726Xj7MkYMGER19C1st/JbUvn17AgMDeWv58hqXe27wYKLatOGlq0opQ0JCOFLHh05IaSkJV5U33oh4u7gQ5OXFs9VoCpSWllpNqKUcX19fnnvuOZRKJdHR0Yj776/3Nl3s7RndtWuNRsdNzEOOQmE9hkcDVaz9uGAB7UNDjTY6oMy7l5eXV68y5gsXLjBnzhy++eYbHBwc6Nu3L7NmzeLo9Om8NXp00zc6gJ07d7Js2bLYnJycbxt7LA2F1Z21hOTkdxcfOpS4Kz6+ztuQJInFn3/A2bNxJCQkmHF01xITE8M3mzbVOp63R49mxZEjDK0UHw0ICGDvVbkfxuKm06GVJAqugxuvvhSWluJcgxGm1WpNSoZrCGQyGaNGjeLo0aM88sgjMGVKYw/phqZIpSLbyOT2HLkc90bsiltBA3mBSlUqfl28mGlPPWXSel5eXmRmZtZpnzk5OcybN4+tK1fSxtGRhY8+Ssp777F9yhQetrEhonnzJh9eASi44w7uueeezLS0tDuFpdXVrAire2oJIfTxyckDHps/X5tXj7rvZl5eLP5mJosXL+bChQtmHOF/5ObmsnfvXqJat651WW8XF36ZMoVRX39NZHY2Op0OnU7HsfKkvTrQpqSEeCt7m28MJvTsyZvLllX7fVFREY5WWPYZERHBww8/zMKFC2nRogVvLl3a2EO6oTlhRFK6FtBLEorGfEY0sC7Pio0baRsSQu+uNYpRXoGLiwtFRUVoTfQMqVQqVq9ezc8//MDDXbpw9oMP+Oell7ize3dTh239TJnCQw89lJeXl/e6EKLhFDCtAKszPACEEEnFOt2Tj77xhq4+RmC/Hj2Y/8UXLF26lBILtCefP38+AwcO5J+XXjJq+VFduvDrAw8wbelSfpo5k90bN/K/ESPqvH9vrZYCmYziG9zrEZuaypwdO6ouT6ZMtrwxdTxqws3NjXHjxpGcnNxg1R43uRZHpZJ+YWG1LpdjY9N4YZZGEAIsLCri7ZkzuWf0aJOawjVr1oz09HST9lVaWsqHH37I/v372TN1Kq8OG9a0K1VqYsoU5s+fr922bduu3Nzc2Y09nIbGap9Y8RcuzDp65syW2VdLTJvI6MGDeeD22/nzzz/NXtKVnp7OwoULTVLKu61jR468/TYrn3mG/W++yVODBtV5/xLQprSUuBs812OPIVy1aNGiKr+vqlGfNREcHIybm1ut1Sg3aXyyFAq8TCgnNQuNqDw8b+lSAv39mXz77Uav4+zsjEqlQmPicZozZw4ySUI9axbtr2oxcb0RFxfHCy+8kJqWljbxRgqxlGO1hgfAmbi40R/++GPqgWPH6rWdj159lb5dunB41y6TXX818fzzz5Odnc32s2dNXrdbq1b41tLrxRh8NRry5XKKbmCvx8VPPqnxe71ejxACuRW/PYWGhnLYQiHBm5iPTBMryTRaLYeTkkxPsLSCVgeX0tJ4e+ZMpj/3nEneDl9fX9LS0kzaV35+PtnZ2ax7/nkUVpaPZVZiYigaP57hw4dnZWVljapNaOt6xSxPK0mSPCRJGixJklcNy9wmSdILkiRFGrtdIUTxucTE6EkvvVSSaShDrQtyuZzZM2Zgb2fHvm3bzKbp4OrqyogRI/jfjh1m2V5dkIDQ0lLONvVcj3r0mXFxcCDtyy8JcHevNp/HmsMtAE5OTvy4fTulDf02fROj0QI6ScLWBCMit7iY91atMt7wsJK+Snq9nsemTSOsXTvWHj1q9Hqurq6UlJSgVqtN2t8vv/xC1xYtGNy+valDtV6qmMdEUBD33HNPbmZm5v80Gs3hxh1g41Fvw0OSJHdgFdAD2CJJkrckSbMlSdotSdK0Sou2B2YCfWrYlqMkSUslSdomSdI8SZIkIURCVnb23eOfeUZrquuuMgqFgkXffENEmzYs/P13/Pw6maVbZYcOHThy5AhHunSp97bqSjONhhKZjDwrfqMH6tfArpZlm7m48Mptt3GuGq9WQUGBVUinV0evXr2QyWQk1bEK4CaWJ7MOYRZvFxcWP/lkzWWfVuDduJqZv/7K0bg4oqOja1+4Ej4+PqSm1ipceQVnzpxBVVTEGyNHmrSeVWHMnNaqFR9//HHJ7t2712RnZze1XixmxRw+rY7AC0KIPQYjZCAgF0L0liTpF0mS2ggh4oAtwPNATT67e4HdQoiPJUn6GegG7M/IyloWGhLyyRNvvfXqrPffl9W1jMrGxobPp01j+IABPPnWi7RuG0nHjq1R1kN+XKlU4u/vz/r16+ncSEJVEhBRXMxJBwd6FxRYh6KiJSfRaprzPT5gAGuOHWPbtm0Muip3pqioiAArjhvb2toSHh7Ozvh4wkxQFr1Jw5GuUOBn4pt8tViRkXE167ZtY9oXXzBlyhRsTchf8/LyIj8/3+hwtlqtZuPGjSTExbHllVfoaQmlaVOP89XzihnP0/Lly3Wff/75yfT09PvNttEmSr0NDyHENgBJkvpR5vXwAMozQjdQ1io3TghxADhQy+ZSgMmSJC0VQjxU+Yu4c+emSpLU6bPZs2976aGH6vVsHRQVxZHVq3nqrbdYs2wZP/+2hdWrf6jz9pKSkhg4cCDU0CPD0rjpdCj1etIVCnwawl3f2BNn+f4rTRQ2cjk/T5lCu7ffpm3btvj7+1+xikqlQqlUoqokXW9NFBQUmDfBtC7n6Pjxxj+3ptJAcurZNjZE1DVM24SO6eezZzN48OCKfkfGIJfL8fT0JC4uzqjl8/Ly2LR2LR3CwlgzaRKe5gyD1udYW+g8Hc7N5ZFHHrmYnp4+RAhxw8dTzZLFI5W5IO4CcijroVReEJ8NGF38LYRYKUmSPbBEkqQtwPNCCJ3hOyFJ0pgfFyw4FuTvH37HsGH1GrOdUslPH37IOzNncvedvfh57ka2bPm9Ttvy8fEhKSmJxq40b1dczF5nZ7w0GkwOujShifEKKo9761aau7vz9L33svnQoWsMj/z8fFxcXMjIyGjYMRqJRqPBpT65Ok31HNaX+v5uIwyXQkN/FqPuqyZ8Hn756y/2HT/OE088YdJ6vr6+pKeno9fX3Ofz2LFjLFmyBIAZr7zCK48+irRtW53HC1j98U6SyRg5cmR6enr6LUKInMYejzUgmbOSR5Kkd4E7gCmG0Ms4IFwI8YGR67cB0oAi4HdgnRBi7lXLuAQHBcU99fjjzbp07myWcWdkZXEpPZ1WAQEU1cGVmp+fj729PS2tQKRKZQhDKas6r1ac42BONBoNp+Li8PD0vEKxVJIkbG1trdbjkZaWRjtfX2xN6S9k5nOaV1KCa1NPVLYAKq0WCbC9jisuSktLOXv+PO7u7ib1uDL2vtJoNBVGv7eHBy2bNy/7oqCg9p000bkrt7iYF198sSQpKWmAVqvd25hjadWqm5g+vbagQxn33y8dFEJ0s9RY6n0XSZL0KnBZCPEb4AbMoCy8sgfoBJhSa/oQcEoIMVeSpBPANQIVQoh8SZI6fvPdd6f+/Oorj25VdG81mTZt2LF/PxOffppxt96KS0CASRLbe/bsoUVxMbPM0HOjVmqx7vV6PdsTEugeGIijCfHZ642k48f56L33GHX77Vfk8LRu3Zrz58+jq0XyWqvVcvLkSXJyctBoNNjZ2dGzZ0+TYt6m8u2337LlmWeIKJ+Qa8JCb3mrjh8nxoTuozcKO8+do2uLFthbqOlkY5Mka8Vrrz1MWloC/fv3N2nd1q1bExcXV6NO0tKlSzlqqI5578UXuW/cuCsXsGBuRWNR4OVF7969s1NTU+9pbKPD2jCH+T4L+EuSpIeAE8AyYLskSf7AbYApXau+Av6QJGkKkAdMrGohIUSaJEmRE59//tiy7793jggNrdcPAIju3p2jq1fzwKuvUpKQQI/+/Y02PgoKCgixREJgHW4+mUxGB39/jqWk0Cso6LroZ1AXHhw/nnXbtuEtk1FZeL883JKTc63Hc2J0NEvWr0elVvPn8uW08PMjOjISpa0tx8+e5bNPP6V7x45MHDmSNJ3uikoFIUS9jnVhYSH5+fkEe3vXvOB1MCE3NVRaLXq9/ro2OtLSLrFu3RIefNC0nkGenp4UFRWRk5NTbTNGRUFBhdFxdPVqOrZte+1C19l1XeLry+ABA3JSUlKeLSoqWtfY47E2zJFcmgMMrvw3SZJiDH/72BSBFCHEJWCAkcsmSpLUY+wTTxxY/sMPjm2N6JdSGx5ubvz97bc4tW9Px/BwPnn9daOEc4qLi3GrjzKmmW86T0dH7BUKknNzaXGDqmFKksSYIUOYu3gx0YP/uzzz8vLw9/e/wvAQQrBv3z5mfvkl44cNw9nJiV8++oiobt2uMCYup6ez88ABJr/8Mg+OH49nq1bAf3Hr6dOn13m8a9aswd3dvXoV3OtsYm5KpObn4+vi0tjDMDtJsrLrV61W8847zxEW1sakknOFQoGnpyebNm1i9uzZvPzyy9f0RAp0cOC1b75h0TffUN+8vKZCia8vt9xyS05cXNzrOTk5dUscvM6xSMDSYIzUT+vcuP2cUSgUPUY/9ti+lbNmOYYFB9d7mzY2Nnw9fTpPT5+Og50dbz7zDO/98UeVy+r1euLj44mNjaXXnDlw6FDtO2igB0iEnx87EhLwdnLC7jp9U6sNV2dnNu7cybpff604hyqVCoVCgV6vp6CgAHt7e7Kysti3Zw+b//iDTlW9jRnwa9aMO4YNw93VleEPPsg3b79NikpV0QFZrVbXKRSTl5fH2bNnid+yBa7uynzT4Gh0LuXl0fGqROWmQklpKZt37WLYgAEVRnS5wVHOjz9+zIkT+5g0aZJJ2w4ICODIkSPMnj0be3v7K4yOgoIC0s+dY+6BA2yZPx9zvBg2BUr9/BgyeHDO2bNnp2VlZf3Y2OOxVpp8ppRGozmlUCh6jXrkkT1Lv//esZ0Z4tMPT5jA8AEDaNW/P+98/TXLZ81iSN++bPj3Xz747juKiovR6fWcNjwkPnz5ZTpV9UbUiA8NhVxOhJ8fR5OT6XGDhlx27N8PQFolUS61Ws3RgwfZe/AgsadPc8kg7fz05Mk1Gh2VGRQVxf5ly+g5bhxP3XcfZ06fBqBbixYcM1EqGuDw4cPodDqCAgLAQlojer2eU3FxRISG3pDXQl1Ra7VodDoc66H105gUFBai0+tJkrWq8rwvWvQr8+f/yO23jzEpodTDwwOVSsXHH38MwMsvv1zxXVhYf158bgL3jhnDsTVrcLKCpPuGoNjHh6FDhuSePn16emZm5neNPR5rxqxVLY2JJEntWrdqtefPr75y7mom2d1zFy7QbsgQWvr7E5eYSGDz5gzo1YtH774bG7mcU/HxDOrTh+a+vmbZnyU4mpyMm4MDgR4ejT2UBqegsJBn3n6bNVu38tLDD3MoMZHt27fTq0sXXnjuOaJCQiguKcFOqaxZWbIanNq3p6i4mIcnTOCnhQsBSNi6lXkm6kosW7aM8PBwFnxgVPFXnTiTkEDbwYMZPXgwf339dbWemVXHjzOiQweLjaOpkZiVhUano00jiQPWlau9GlWxb9+/PPbYOCZOvAvv2nKLKmFra0tQUBB79uxh5syZAPj5+eHm5oaHhz/n408w6/33GT5wYJ3H39TI9/Rk0KBBOefOnXvdWj0d5qxqkSTJBjhn+AfwtBDiuLFjafIej3KEEKckSep859NPH5z78cdu0d3rr6oR3LIlpWfOoNVq2XP4MBGhobhXauxmlooaCxPh78+OhAQ8HR1xstK3NmMmyXIC9eeNXtbZyYk5n3zCvqNHmbNoEbmXLzNgwADmvfMO/yYkoNJqcahH6WjmwYNM++wzSiqVEYbExLDk++9N8nykpqYyfPjwOo/DGMINqpDL//kHh4gItEYKPd3opOTm0rVFi8YeRpWYct9czfr1y3j99YcZNmyoSUYHQMuWLUlOTsbZ2RlPT09eeOEFVCpHZDIZ7u5ePHRLp3rdV02NLBcXYqKisi9evPhUbm7ugsYeTwPREVgghHi1LitfNx6PciRJah7WJvT0p6++4jziBrK4ayK3uJjjly4RFRxcpzf7+lKfCdIYTDFGyknIyEAmSbSqQp2xqvHWtI+3v/qK6V99VfHZ0cGB9P37+WTRIqPG8t5773H+/HkCLKw4u2X3bgbecw9QFk78/t13r+nYe9Pj8R/FajWHk5OJMkPumClY+n7ZsmUtTz11JxMnTjS5jYCvry96vZ709HS2bNlCZmY+ixfvxM6uzNCoy73YVKjqvMhkFxk0aFDWpUuX7i8sLFzVCMMyGjN7PJ4AnqRMc+s48KgQwui2zdeNx6McIUSKJElBz7z/4f6TmfrgCRMevmaZ6/nmqAo3Bwf8XV05mZpKBzMmyVl6gjSWq8dhzPlt7ubG/qQkWnl5GfU7atrHtKee4s5hw2ju44OLszNjH3uM2X/9xVuTJxtVFSVJEm65uWDhWPiA3r1xdnKioLCQnxYupFN0NE8++SScv7HuB2NJzs0lwM2tTutay71RGSEEa9b8zcsv38+ECRNMNjqcnJxwdHQkISEBnU7HxYuX6dy553VldJhy3nJzjzJ8+PD0jIyMMSqVarcFh2UWCgpM6i7gJUlSZStllhCicmO7/cAtQojLkiT9BgwDVhi78evO8AAQQmRLkhTx00+fbElOTuz54ovvSZUTq+ryoGrqBHt5sT8piUu5ufibOJla4yRaE5XHe/W5rfhOCVqbHM6oPKmLV/iKYyKDdm3+8xyMvuUWvpwzhwkjRnD//W/x669vV3xXWe+jsLCQrKwsNBoNKWlpmKMqqzYy9u/HzpBEO3XqVPr06cNHH33EB48/TnDLlhbbb1O7hoQQJOYl0bp1NEmy62OafP/9l5g371smTZpECxPDRwqFgubNm5OQkEBU1J289NIUgoLa8Pbb31hotHWjoa6z2Nh/9Pfee29KWlraIEMT1OuNzFqUS48JIcpjzAcAk6o6ro87qgqEEKWSJEWtW7f4j+Tk8+NnzPhFZmd3jRAqcGMYIpIk0aVFC3YmJOBsZ4fzVceiqT0YjKWm3+Xp2ZLs7As0b17/ZOTK+xkw/mX2J+YQfuttxMQMo1ev/uTmJvCBIXl0zpzVALz4/D2EBQfzxKRJtAkKqvcYjEGpVNKpbVs8/fxISEigW7du6PV6WrduzXsPPljlOtfrtVETRUVZ2Nu7IpdfH1NkUlICf/75M0899ZRJWh1QNncEBgZy5swZSkvtmTAhhueee5t77nm0InTb0HNmY16T69fPUk+bNi0hIyMjRgiR3mgDaVzmSZL0PmWioWMAkzLjr7scj6po1ar1K56e3u99//0SRbNmpimMXm9GSF5JSUXc+pLixqitrw4h9Jw9u43Q0H7IZCa31auV+PgzzJnzFRcuJHDgwE5KSq7sbPrvn39ijiRoUzh+5gz9J07k3smT8fDw4MSJE/z999+cWLeOiNDQK3I8bkSDo5ykpIN4ebXC0fH6qAZ77LHb0ekKiIqKMmr5Q4cOcebMGfz8/IiKiiIl5TIrVqxg8ODRPPjg84SFXWmsW2qetKZrUKvV8sknTxUsXbp0Z3p6+jghREljj8kUvLy6iZEjjcvx+PXXWnM82gPzAQlYIYSYaspYrg9zvhbOn4//2MXF9cDEiTErv/jiD4eOHY3vfVOT296aSJK1Mmp8rvb2tPH2ZsfFTFq1CrmhNR0kSYarqy+5uZfw8DB/5ULr1uG8//73QNkb57JlfzBq1ETWrl3MhQsJKFv1ZfehXfTuanQDZ6OoabJ+4oNHcHBy5ZFH3uPrr1/m77//5pZbRuIUfisYrh9rmuwbA61WhUpViIPD9aH6u2rVX+zYsYGnn37aqOWLi4tZsWIFLVu2ZMiQIQQGhtK//0TefPOna5KRoX7zYlO51vLycnj88RE5cXFx32dkZEwTN8Ibew0IIU5QVtlSJ24Ij0c5kiS1CgoK2fPUU9Oa3XHH/fXalik3mzXeXJcvn0YIPf7+EY09lEZFrS4mKekQbdpEW3xfAweGER09mGeffQtPT2/mzfueN954go2//86gPn1M3p6p19WWLWto0SKYjz56jfz8XO6660F+/PFj1q//r/z+6NFVdOo0wuSxXE+kpcUhl9vg5WV9962pfPXVO/z11y8MH34r/kYklufn5/PXX0sYPHg0L7wwldTUM4SE9KnRI1jTXGiNc5+p5OcfZ/To0ZkZGRmPFRQULG7s8dQVc3o86ssN4fEoRwhxXpKk4B9+mLH64MGdfd966+tq8z5qo7qSy6Zyo/n6hpOUdICsrEQ8PYMaeziNhq2tAzY2thQX5+Lg4GbRfa1adYiHHx5FZGQznnpqKmvXLkahsOX4mTNGGR71ubY2blzJQw+Nqvjs69uczz9/kw8/nFXDWjceQujJyUmmTZu+jT2UevP99x+xfPkfTJhwR7V5HWq1mu+++47CwkLefvsb/vlnJcOH38nzz79BUtJBgoN7sX17mdFhrBBzU5kDjWHr1rmaV155JTk9PX2YEOJMY4/neuGGMjwAhBBFkiQNsLGxnz5+/IBp3347X9aihXlulKZ0w0mSRMuWXUlI2I1C4YCLS9NSZjQn3t7BZGScIzDQvCGPq3FwcGT8+IfYuXMziYnxNGvmh0IBO88kM9Zw7QRaINyh0+mYP/9H+vQZyK5dmwFITU1h1KiJ9O07uJa1byzy8lJxdvZu8kml//yzgo8+eg2AxMREOlSjzbJ582aCgoKIihrGwYO7eOSRlxkyZCSJifto2bIrO3eWvZjVZHQ0pXnPWFQqFR988Gj+unXrdqanp48XQhQ29piuJ5r23VVHDPG5t2xsbFbfddfgf8aNm+HSrdsd1S5/vfbpksnktGrVnYSE3djYKNi7dw8JCafp2bM/HTpENvbwGgxHR08uXTqFRlOKQmHHli1rLXYcRo2awLPP3s2qVX+SmCiIjm7B33//yqefzgEsM4lv3ryaXbs2s2/fZb7/fgYHDuzkf//7BFNynW4UVq+eT0GBlqgoVZO9B9atW8Jjj91e8bm60tmzZ8+yZ88eAKZN+4Zu3aLQ6TScO7eHjIx2XL58/XXkvZqqdC1SU2OZO3dMVnp6+sdZWVmf3Oj5HJbghjQ8ytFqtfskSQpasWLqutOn13cbP/4rmVJ5bXv7qi7OhjZGTGz/cQ0xMTBt2hPExNzGLbeM5JVXHiQu7hQDBw7nkUee5/z5fZw6dZBHH32N33//vtpJ94svprNq1Z94efkA8OabXxIR0bl+g7MQGRlpPPHEHSxa9C/5+Xk8/fQE9Hod9vaOfPPNn9ja2lYch969o5k0yQt//3bExp7gwQeft8hxkCSJX35ZxQMPjODvv+eSnJxszp98DXFxp3j44dH4+QWQnJzI3Llfs379cczl5bNWTDn3AwcO5+mnp1FUlM3Fixd46aXPazz3AweGsWTJbmJi2rB+/XGeffYeFi7c0sC/sGp27txUYXQolfa0aRNCWloabm5uLF++nIyMDNq0aUNoaCgLFpSpe3fvHs2JE4fo2rU3hw4dQK1uhVb7nwf0nXfC6NzZOn/v1dRnnhRCoNP9ov788/9dzs7OHqfRaIxoN36TunBDGx4AQogcSZJ6aTSq52fM6PXBlCnzlC1bdqp1vasvcHMaIvU1Mqrixx//5fTpVG65ZSSffroEnU7H0qW7efnlB7h06RKBgV1p2TKWWbM+5s47q9ZzKOepp6YydqxpLbQbmry8HF58cTLFxUUALF/+Bw899AJ9+w5m6tTH2bZtHTqdttJxmMLp0wfx8WlD794DmD37C8aNu6/GfdT1OAwcOJw33/ySl166H4ApU54xeRu1IYRg9uwveO+9FwH47LPfGDasM4BRRsehQ3sYN643R49m4+ratKo7TD/3D3D+fByQw4ABY2o99+7uXhw/fpCCgjxiY0/SvHlgA/2ymtm0aTU//PARdnb29OzZn4AATw4ePEhYWBinTp1Cr9fz0EMP8fPPP7Nnzx4effRlunTpxebNCbi738mBAwfRan3QaP5TNI2Jga+/tuzvtcR8ZyrFxXmsXXtv7r59+zalp6fffzO0YllueMMDKkIvn0uStPbHH2/f3LfvQz5DhrwsmaLtYA03T3VotRrmzHmYTp2GcejQcs6c2UqHDuPZuhU8PYewf/8Oxo+fwsCBd5KcfAw3N9dqt5WYCCUlMHasZcZqruNYUiJnwoQ/+eqr0QDce+8TFd9lZ2fg6dmMFSvmM2LEeAD69r2VxMQLZGYm0rFjN4uHIR544FnGjp2EWq3Gx8c0bRljeOyx21m/filjxowhNDSUu+8u61s0bdpnRq2fnn4ZgMTEeDp1alitkfqya9d/537rVmjR4gl0urJr6+zZDFq1asaePfOvuAf++OMfbr21MyUlAwkLG8jJk/9t7+qXiubNA9m7dxvdukWzd++2Kx7Elp4HqnrB0el0nDhxmAcfHIEkyXB0dKBPny7MmjWLNm3acObMGRITE2nbti3btm0jO7uQkSPfpnfvslb2w4YJHBwOo9O5oFZfq55b0++tDWueF8s5dWoT8+ffn5Gfn/9CXl7e7409nhuBm4ZHJYQQpyVJarl7968zjxxZ8eD99/+q8PUNbexh1ZudO3+jefN23HbbK2zc+DWbNn1Lv35lXg0nJw/27TtEWddvD2xs2lNQsJeiol4IUXU325Ur32fbtp8BePXVTRYR36ov9vb/xacrT37x8btJTMwhP78XCQk/ERzcnK1b4cIFDxITz9G5czKnT7fi6lujqgn/m2/eZ+HCsuMwf/6mKjUOasLd3dOk5Y1l0KC2JCScYdmyvXTu3IOXXy4zrhITjQ9VDx06lr17UzBVcK8hqO1hVvncVyY+fjdFRTm0bt2Lbdt+wt29OVB2D1y6tBOV6k6j9qfXB7Fhw3Y6dBjKhg3r6Nt3SoM9YKvaj0y2iQceKCuBFkJPv379OHnyJN7e3kRFRbFlyxYOHTrEsWPHaNmyG3ff/SW5uZcNawvs7Y+h19uhUoVdsd3yaz4gIIh9+7bTv/9Qtm1bxx13TDF6bNaMSlXE3r3P5K9evfpUWlra7UKIS409phuFm4bHVQghNMDjNjY2s7/+etjaQYOe9YqJebJRurqaiwsXDuPu/ghHjvjSp88k4uN3oVaXie6VlhYihL5iWa3Wi9LStjg67qnW+Bg5cip9+lh3qKUqCguz+f33p3nqqbJSfDs7p6uOA6jVASiVSahUIVese/WkmpgIgwb9dxxMtDksSkJCWdVfu3adAcjL0zBhwkNX/AZjQoM+PuZrKGgslnp41XTuVaoMhFCh1V7bqbgqPD0DSUj4lAkTPmPp0jcZM2a6ZQZtBDt3zuOnn/4LCz3//PO4urqyevVqunbtysGDBzl9+jReXq0YO/Zteva8iyNHViFECuVGhxBySkvbVruP5s0D+emnT5k69TM+//xNnntuesV3Tc3YKCcubie//35PZn5+/vScnJzvbiaQNiw3DY9q0Gq1ByRJarFt27ez9u9fOGHSpJ8UzZu3a+xhXUNJSYGh38i1QmDlk0J+fmvk8nMArF17gOTkRObN+4Tg4HtwcTmKr++VbzpabTNKSzEYHz0Rom5aJ9aEVqvm22/v5I47PsTLq8xVHBQUSVzcDlq37sXFi2XHQaVqhbPzv6hUgZhye1gy56eutG3ryODBozhz5hhPPrn+iu+qe2C4N1A6R0M+sGo795cvb6NZs66UqT/XjpdXEC4uzWjePAK9XoeXV5DlBl8N2dnJvPDCldUq06dPr/h/Dw8Pjh8/Tl5eHmPHfsiGDV+Sn5+GjY2t4VoPxd7+KEIoKC1tR1W/fevWsus4ICAIT89mhIZGoNPpSE4OarIGR0lJPvv2PZe/Zs2auLS0tDuFENYrR30dc9PwqAEhRClwn0Kh+OK778Zv7tr1TrdRo15Doag6BNEYrFkTx5kz3xIVNbvaZUJDH2THjgc4f34her2GoUO3snHjcC5f3syhQ5sYPnxPxSRTTpnxIatkfPzXwrVyqGXgwMfp2fMuC/0687F9+2ySkg6xcuX7rFz5PgMHPk7XrmP44IO+5OZe4tixtbzxxh7ABrW6JUrleVSqmhsu1nQcGrMSKjFR8Oij41i/findukUxePAXeHoa13lWr+eaa8EcNOaDquZzn8iJExuYOvUTo7fn6RlIs2YhKJUOeHgEWERuvzbi4//rwn733XcTGnplSLhr164cOXKEtLQ0duyYy2uvbeWrr0ZVXOsffvgDQigpLQ2nJoNr61a4dCkQV9cQ9u5tvN9bHcZeVzExcOjQCpYseTK9oKBgWl5e3s83vRyNxw0lmV4fJEmy8fEJeUcmc3yhc+dvlD4+DadsWN1DoD6TuUqVw6VL/+Dj0w8HB99q9ymXZ2Nvf4zi4m7o9U5G79ca3viNoagoh5Mn/yE0tB9ubuXHQYez83YKC6MQwtai+7fUcUpMjEen03HxYljtC1fC1XUVeXll+QL1GVtTeCMuKsohPv47goPH4excfajBmhBC8MUXIzl2rKzDcdu2bbnrrruuWebixYv88ssvtGjRkbfe2o+Nja3hWl9P584uODu3qdWwthTVXRu1XW91vaaKiy9RWPhwzqFDh/ampqZOvlE7ylqTZPpNw8NEJEkK9vMLW+7h0a1tRMSn8qoe2tcbLi55REYe4tChLuTluVW73OnT33L+/EKio+fg4BCAjU31IRprN0xsbS8gkxVQWmrdvWzMPVlXNjyM3Udd9mMNyOVZKJXxFBf3bOyhGIUQgmef9SM/Pw0AH5823HffGBwdHSu+P3nyJHv3xlJaWkh09GRGjpxaKflbg6PjfjQaf9TqoAYZc2NeF3q9hri4r0RCwicpeXl5j5WWlq5uvNE0PtZkeNwMtZiIEOIc0MHR0W1sevqeOaGhz7iGhDyBTHb9Hsr8fFf27u1Bjx77OXmyHRkZVcury+X2pKfvYMmSsjep+++v3qi1xpyIyqjVLXBy2o5MVoxef62onLVQXcKoOSf8pmhU1I7A3v4UxcWdG3sgRiGE4NVX21QYHSNHTiMysmzO0el05ObmsnPnRbKykrjzzo9o337IFQnxklSCo+N+VKoQNJrmZh+ftV0jly9vJT7+ocz8/PzZGRkZ0w1h85tYCdfv09LCFBXlLpUkaZ1C8d0X58/Pub99+0+V/v6DGntYFqO42JFdu3rTo8c+7OxKuXjx2pyB0NAHUCo92LLFdJEPUysuqlvXVKrfl0RpaTvs7E5SXNw0dCzKj4NaXYJGU4qjY9MS/mpIFIpkdDo39Pqqm6dZG7/88hDp6QkAtG07sMLoyMzM5JtvvgGgb98HePzxhdfkoMlk+Tg6HqS4uAM6nXGVO9VhbQbG1RQWJlFa+lTOkSP7T6SlpU2+mTxqndw0POqBEKIEeEySuvyTwAAAJu1JREFUpI/gqYXnzgV37dDhcxtXV9Pi6k0FtVrJ7t29iYw8iKNjEWfOXJuYFhg4pkZPhzHUlpjZEG/zMTGg1XqjVJ5DLs+s94TdkCxc+CLnz+/nrbf2N/ZQrBQtdnbxFBZGNfZAjGLXrj/4999fKj7fdVc/AJYsWcKxY8cYMuQ5evacQEjIlSEjtboUIS7i5naegoLugPGGqLUbGFej0RRw9uwH4uLFOYnZ2dmPqdXqDY09pptUz03DwwwYrOqeNjY2ffLzRyzy97/Nt23b6TKl0qOxh2Z2dDob9u3rQbt2p+je/QCHDnVBp7P8ZdTQE2H5/hwc2tO9+wEkqS/QNLRchg9/Hb1e29jDsFrs7GJRqYIsnjhsDtav/5IFC56v+Pzaa2UdZw8cUHHs2DGee24VnTsPv2IdvV7P3LmP4eCQTFRUFK+88glFRaX8/PN/0YamZlhUh16v4/z5OcTHv5lWUlLyfm5u7vdCiJsXv5Vz0/AwI1qtdpckSS3U6kUPpKSs+Sw4+AHn1q2flRQKx8YempmROHUqghYtLtCnzy4OHOhOSYl97as1QYqLHUlL80GjOU9CQpmomLXlo1yNp+d/5Y45OSmkpJyiffvBjTgi60EmK8DGJpPCwoarSqsrJSUFVxgdAAcPFrF//2/k5l5i9Oi3rjE6AC5dOkF4uAylsg3Tp08nNHQADz/863VjbEB55c4KkpJezCwsLPwrLS3tdSFEfmOP6ybGcbOqxUJIkqRs1izoNSEUL4eFPe8YHPwQMpmisYdldjw8sunU6SjHj7cnM9PbqHUKC5P4++8ghgzZSFPIi5HJdPTr9y979/agpKT6RNOaDJLaJn1LGTNZWRfJzEwkLMy4B21VVS3XDwJHx12UlrZDp7P+/JfPPhvG8eNrq/xu6NCXGD/+o2sUlcuSSA9SUuLBxYvg59eWbduME0ZrKqSmbiMl5enMjIyMzampqS+IMhnWm9SCNVW13DQ8LIwkSc7+/mEflpQoH42IeMUmOHiCVfY2qQ9KZSnduh0kLc2H+PgQalOAFEIQFzebgIARVWqIWCNeXhmEhJxj794eGKtwWVca06NyPRsetrZJyGT5lJZ2aOyhGMX99197nXl6tkSlymbmzLxrjA65PAsHh2OUlHRAq/Wqt4dDCMEffzjh4dGZYcN21m9jZiAz8yA5Oc9mnTt37tDly5efEkLENvaYmhI3DY8bEEmSvL29w7/SaORjlcrX7ezsJiBJphkg1uzilyQ97dufxN6+mMOHu6DRWH/83FS6dDlMRoY3yckBtS9sRqo770eOrCY5+RgjRrxutn01BcOjLhVQklSCk9MeCgr60lQizI884oRaXVTxOTQ0FG/v3uzcORdbWwdefvkf2rTpAwiUyngUijQ2boyktNR8Yc9ffy0zfq5OGC8/B5aYk642mFSqA+h0b2rk8iP7L1++/LQQ4pD593r9Y02GR9O4A68DhBAZwN2SJDVr1uz9z/PyPrzdVAOksdz1xiCEjOPHO+Dnd4moqF0cPdqRnJzrK7n2xIn2REfvICPDC5Wq4frXVHfei4sj0WiMk0JvaBqjW2v117+gpKQ8HGhjxPLWQUBAe86d21vxOTY2lvx8GS1bdiY39zI6nYZdu1R07XqYjAxnTp3qgxDmTYBu3/5VfH3LqmgsdU6r265KtR+t9k2Njc3R/enpl58RQhy0zAhuUhckSZoNtANWCyHeM2ndmx6PxkGSpGbe3uGfaTSyO5TKF+zs7CYhSebrAdOYk6qDQzFdu5aFXuLi2mDp0ERD0qxZOq1anW+QkEtdqO95N8bj0dSSFAMDk3B1zeXYsU5Vfm/NBkhc3E5++OFuPDxa8MQTf+Lq6sf27WXGhZdXBh06nODUqbakpVkmZGmJl52atimEQKX6F53ufY2NzfF9ly9ffvamwWEezOnxkCRpHDBKCHG/JEm/AB8KIeKMHctNw8PMSJJ0G9AW2GbMDSNJkqeXV5u3NRqm2Ns/6mBr+wgymXlFjRpjYpUkPeHhZ/HwyObQoS41JmXWhCVdunWlY8dj5Oc7k5jYqrGHUiX1OVZVGR5NzdCojKNjId26HWDHjug6lX1by3VX+RzIZDratj2Ni0sBhw93NktopbHPsRB6SkpW0azZ1Mzs7Oz9ly5dek0IcaxxR3V9YWbDYyawTgixRpKkCYC9EGKOsWO5aXiYiCRJ3wFrhRArq3I1SZL0MvAF8LgQ4utqtuEI/A54ABeA+wAHD4+gl3Q62Yv29hOdFIpnJLm8amny+mAOVVBTtuHhkUXHjsdJSAjh4sUAjPUS1LWRVEMgk+no23cHhw51oaDApbGHUy116bEyYsQqVq2y7hwPY5EkPdHROzl2rEONPYbMibmuz+qufxeXPDp3PkJycgDnzgVTV69bYxsa5QihprR0AY6O72QWFxevT01NfeOm2qhlUCq7CX9/4wyPxEQpCcis9KdZQohZ5R8Mz76ZQoijkiQNAboKIWYYO5abOR4mIJWpSPkajI5xgFwI0VuSpF8kSWpjcDVtAZ4HfqthU/cCu4UQH0uS9DPQTQixH3hbkqQPdbqfH7Cx+fMdO7soD5nsebmtbdUu4rpgjgnHtG14kp8fRfv2J/H3v8SRI51qzI+obdv1kVY3F3q9nMOHu9C162F27IhqEAG1umAtD5fGIiLiFJcv+zWY0QGWO+aSpCc0NI5mzdI5fNh0g7eu4yrLsziPo+P4um2gGnS6DDSaH4QkfZ8hhG7BuXPpH9yoXWOtlMxakksLgXJXmxMmqita54xphUiSpAB+AtZIkjQaiAH+Mny9AYgG4oQQB4DazMoUYLIkSUuFEA9V/kIIoQZ+kCTpR5nsXIyHx76v1WrvNjLZi7b29sNNroSxBjZuVLBxY2fCwtIZNWo3W7eGsH9/C+qbI2GKEWLuWHV+vguJiUF07Hicw4e7mLbyTSxuQPr6XsbRsYgTJ6y7u7AxuLrm0anTUS5f9mXHjqhqE0gtYfQoFB2Qy82XP6JWn0Cv/0InxOqLxcXFHxcUFPxqaD1xk6bFQcqeeXuATsBZU1a+aXgYz33AKeBj4GngSWC24btsoKuxGzJ4TOyBJZIkbQGeF0LorlpGUOY9aS9JUptmzTI/zs19baid3UN2trb3I5c3vYqRs2ebMXOmOyNHniIyMpm//+5IZqaTWbZd30m3LqGdpKSWeHpmERiYSFJSUP0GYMR4rCHMVB+qO8bmzuNxdCwkPPwsO3f2wRoTgI1FLtcSHn4Wd/ccDh/uTEGBS43XuUYTj1zuj0xmvm7KMpkdMlmL2hesASG0lJSsQK//Rm1re/ZwenrqNL1ev0ncjPM3ZZYB/0qS5A/cBvQyZeWbOR5GIknSN8AqIcQ6SZLaAt8Brwsh9hjCLuFCiA+M3FYbIA0ooizXY50QYq4R67l6eLR8ysZG8VqLFuGO/fsPkwID2yJJTW9yVSp1uLmVUFKioKBASVO9DCUJ/PwKKSmxR6utuzeqoMC05Z0t1FTVzS2P3FxXs23P1N9Vmbr8RkkSODkVUVxsj07X9LyD5SgUWmxtSykstKWw0BatNhGQY2NTvRGgVh9EJnPDxiakwcZZE7m5GezYsY5TpzYUKhSKFefPn59uSuXDTcyLiTketep4SJLkDgwGtgshUk0Zy02Ph/HEA8GG/+8GBFF3V9NDwCkhxFxJkk4ARolCCCHygPclSfogKyux78WLSZ9qtbYdbWweU9rZTTB7NYylkcn0DBgQT+fOl1i9uh1nz5o/mbYhcHMr5uGH9/LTTz3JzW28njXm8BiMGLGKbdvqviFLuPuN/12Cnj33ERfXhpSUhhV5MxdHjxYyYsRqVKpLrFhxC6WlHRBCzcWLE5HJ3PH3P4RMVt10EYMQolFfRITQU1q6CSG+0chk+84VFBR8XFRUtOBmOOX6QwiRw3/pBiZx0+NhJJIkOQO/AD6AApgArAA2YXA1GQwDY7blD/xBmR84D5gohCiu47h8PDyCX9LpeMjBoa+zEA/JlcqoJuUFcXMrZvTok8hkguXL25OdbT5XcUMRFJTNmDEn+O67PqjV1mHP18UQMaWqpSGTV435Le3bn0CrteHMmXCLj8dcbNhwCr0+j+LiT7ntNgXdu/fl119/4MSJE/j5HUap7NzYQzQKjSYRne5XSkoWlDg6Fq68dOnSDCHE4cYe103+w9wej/pw0/CoB/VxNVlgLJJcLu/r6dn2XbVa30OpnKRUKCZLNjb+jTksk2jTJoMRI04RG+vNxo1tUKmaVlO9rl2TiYxMZvbsHuj15lWQNAfGPLyrMzysoUKmpvG3anUeD48sDh6MxNrzOsqPZVmHVR/69RvC6NE92bRpA2vXrkWn0wF2BAVZt5NAry+htHQZQvyotrGJPZOTk/N5aWnporq+RN3Estw0PG5iUSRJcnF09J6sVLq/bmMT6AmTbe3sxiCTOTb20GpFJtPTo8cF+vU7z86dQezeHWiVD/HqGDAgDl/fAhYs6IK1PwCr4qOPVvHqq9at43G1AeLvf4mgoET27OmJXm99eR3lhoZeX0pW1vMUFf0AQLt27bj33nuJj4/nr7/+oqCgAFvbSOzshuPi8ijW+NIghB6V6l8kaZ6uuHhrsVJZ8HN6evo3QohzjT22m9TMTcPjJg2GJEltPD1bP6fV6u+2t+/hpNffZ2NvPxhJso5wQGXOn4dWBjFQpVLDgAEJRESksnFjG44d80eIhn2Qa7WX+eKLndx77yzc3KZjZ9enxjGXIRgz5iQ6ncTKle2oyfg4b5BJSklJITq6uVnHXleaguFRmTZtMpg48TS7dvXm/+2deZAc1Z3nPy8zq7Lu6uqu6ltqSUhqQBIWEpIwsgHJSGKWw1wCBw5sB9iDPdi7zO7E7Iwx4Yj1eg4zsw55xw5bYKO1vcSMBwgkWAIsbGkwCg5bFzqsW+qzjq7u6rqPrMy3f1R3gdySkJDUkiA/ES+6K+t11susrqxv/s5q9cJbyP7UMmSaKaQ0KZd/QzL5IFIW6Orq4v7778eyLH7+858TjSZxOufR1vaHi9ZFWkuD/YUsFl8oer25V2Ox2A8sy3pdSmld6LXZnB628LCZdETtiraoufnKvy2Vyiu83j9zS3mfouvXIcTFY1H4p396ju985zuk02kSiSW0tq7g9ttnMm2a4Ne/ns3evS2cC0vC+4PwpCyTSNxJY+NPcDimUCz+llLpTRyOWSST9+Hz+XA4HFQqt+F0Xo2uL8ThuAJVDfPVr/4ja9euRdd1ksm/w+1ehaq6uPfeHYyOunn11ffiDarVGFBB06ZimnH+6q/+jVQqxdatWymXy2zf/jCa1onTeTW1sjFnc3xlpJSnCEQ8MZeS8Jg+fZg779zN2rXXksvV+hxNZsrxqdxPhcJrZLP/QrG4vr6tvb2dz33uc4TDN/DKK9fQ23vxWTTej2EcwTT/nXL5mZLbnfx9IpFYU61W/5+UsnSh12Zz5tjCw+aCIoTQFEX5TCQy56+LxeK1Xu/NLilXK7Wg1Mk3VY/f+W/YsIE777wTy6rdRN1yyy309PSwe/duIpEIjz32GO3t7VxxxRXMmDEDj6cWhHq8xeGDXyeTyfCJT3yC3t5eZs+ejZSSSqXC0aNH0XWdcrmMw+HAMAyEEEgpWb16NaVSiUQiwcDAACMjI4RCIQYGBpg3bx6XX345b775Jv39/SxdupS5c+eyaNEiduzYwa5du9i7dy9DQ0MIIZgzZw6xWAwpJZdddhlCCA4cOEAgEKBYLJJIJGhubqahoYGWlhaEENx000184Qtf4MYbu07rWJPJL2OaQ0Qi/4YQztMWl5eK8Jg2bYS7736Xp55aQjp94TKJxrGsIun035NOf2fCc21tbdxzzz20traycePNHDt22iV/Jh3DOES1+itZqTxbdrvje1Kp1E+KxeKzYxkMNpcwtvCwuWgQQjgURVk2JkI+6fWudFnWasXl+tSku2MefXQNjz76aP3x/PnzueOOOxgaGuKFF17A6XQSiURYvHgxnZ2dbNy4kbfffhun00lLSwu9vQtQlCYsaxSvdzVu93+a8IV74IDBl770JZ555hkAlixZwmWXXYau60yfPp1KpQKAoihomoZhGGiahhCiLogATNMkGo0yPDxMd3c3LpeLUqnEP/xDrV3BvHnz2Lt3L9/4xjewLIt8Po/P58Pj8bB9+3ZisRhz585l5syZE86DZVkMDw+TyWSIx+P09PSwf/9+pkyZwkMPPcS6dd/+wHNZE1PbKBZfwuGYg9d7z2m9B5eC8JgxI8mdd+7mpz+9sOnL41hWkd7eiZlYV17599x113UEg5LXXruC/fsjXIxxP5XKPkzzuTGxkdg1Jjaet8XGRwtbeNhclIxZQm6MROb8t2Kx8Cmvd7GrWr1Lc7tXnfMaIen0P1IqbSEU+p84HN0IoXPsWO2i/MADD7Bz506mT5/O1VdPLEdumiZOp5NQKITf76evr499+/aRy+UoFouMjo6yfXsFy8rS1LQWl+vGululVPodsdj1rFy5koULF6Lr+jk9rhMxZcoUqtUq0Wj0Q/19qVRi586dNDQ0sGHDBoQQFItBpCzj8dxBLvcUfv9/IRD4BqracZx7xbIyCOE5bRF5sQuP7u4Et9zyR556agmZzJm5kc4FlpWnWPw1hrELv/9rlMvvkMmsoVTaWJ+zcOH/5vbbF6DrsHHjbA4fDk/6Ok9FLebkTYR4QRYKL5d9vsy24eHhn5ZKpeellKMXen025wdbeNhc9IiaqWBBJNL954Zh3eVwdPmFuNvpdN6GovgRwn/CQDgpJZaVJpv9IW73SnR90YQ5R4/Cgw8+yNNPv9dFecqUKQwMDGBZFkIIHnroITo7P7gIlKZphMNhgsEgIyMjDA8PY1kWUkr27NnDs88+C8D+/fuZPXs2mzZtYvny5YTDYb7+9a9/+BN0hrS3t6OqKn19fWe1H9M0yeVyQC0oNZFIUCwWqVarHDhwgGw2S3t7O8XiXxII/Nczjt+5mIXHwoV9LF16jJ/+dDH5/PkXjACVyh8pFl/B672faHQRppkEammuqtoGOHG7b6ZQeJJFixZx991/Qzrt4fXXr6avLzIpazwdaoJpI5r2fDWf31L2+8uvRqPRp8dKl1/cebs25wRbeNhccgghpgcCgbsdjo5Hstn4lGrVUIPB/0Eq9Zf4fF+mUNiAZZ15c8nbbruNF198EV3XWbp0KbFYjL179wLwyCOPEImc3sVbURQaGxtpamoil8uRTCYpl8vEYjF+/ONa+uJnPvMZtm/fzsjICNOnT+eLX/ziGa/3bIhEIvh8Pnp6eo5z25xLqtUqsViMl156iVgshsNxFW73ChQliMMxB4/n9lNaPy5O4SFZvvwQM2cmWbdu0Xkv0FZr1b6FkZG/wTDemfC8EB4aGr7L3LnPs23bNpYvX86yZTdx9Ogctmy5lpGRyUtbr1b7UdVmyuXfUy6/RSbzJG73DWOfxxhNTX+LorxZMYz+nK5nn4nH4/8XeMfORvn4YQsPm0saIYRPCLGstbX1/lwud7MQwqdpmtbQ0MCCBQuIRqNs2bKFm2++mfb2dnp7exkdHWVkZIQjR95L929qaiKVSmFZFo8//jiq+l5g69mUfg4EAoTDNfN2MpkkGo0SjUZJJpNs2rQJy7IwDINVq1bxyU9+8uxOxhnS0NBAJBKhp6enHk9yPjBNkx/96EcMDw+zfPlyTNPk0KFDJBIBNG0W4fBTqOpEUXexCQ9Vtbj33p1UqwrPPTfvlDVdpDQxzTiWlaJa7UPT2nE45p6R1adaHSAevwXD2HnC512uVcyaNUihUGDFihXMmjWLN99U2LPnEYrF85vOK6WkVNpEInEHUp68CY6iKOi6XgoGgztSqdTT5XL5ZSll/3ldnM1Fjy08bD4yjKXpzgwGg3cGg8EvV6vVrq6uLq2zs1OZNm0aXu+FK1qm6zrhcBifz1cXPj09PXVrgGVZLF26lBUrVkzqutxuN1OnTmVgYKDuNpkMTNNk7dq1xONxmpqexu//0oQ5F5PwCASKPPDANnbtauX112dwosBMKSWmOYhpxkgk7sM0Dx/3fGPjj6lW+9H1BbjdNx0XqzQubsf3oaot9PScSDxouFzLufzyBI2NjSxfvpxCoczbb9/FkSOfOC/1ZdLpNRjGDjye1RjGHkZHv40Q/rpVMRAIkMlkmDNnDrquMzg4aFYqlbymaS8nEol/Ad6WUlbP+cJsLlls4WHzkUUI4QQWt7a23q1p2mogMn36dK2zs1Pp6urC5Zr8gEAhBA0NDTQ2NiKlJJlMsmXLFp577jkAbr/9dhYsmNwUR03T6OrqIpvNkkicuYvqTNm6dSsvvvhi/XFHxwEcjlkT5l0I4SGlRTy+AtMcJBRagxAq3d1u7ruvyPPPX8mhQ03U/q2Op1zew9DQHVSrh47brqqdSDmIlJI/vb798Ic/ZOvWrfzsZz8DYNWqVbz66qtALQ5ndHSUQqFW8TsQCNDY2IjD4ahbN/7whyI7d95PLnd6ac2nolLZR7H4Mn7/I1Qqb5HPP0e12kulsgPL6kXXdTo7OwmHw3i9XqZNm4ZlWfT398ujR49Wc7lcQdf1Tb29vf9HSvm6lHLkrBdl85HFFh42HxuEEB7gus7Ozs9JKW9TVbVh6tSpWltbmzJ16lT856u/+0nQdZ3GxkYCgQC5XI59+/YhpSQQCEzqOsZpb29H13X6+vqoVs/PDerIyAg/+MEPAPD7v46qTsHnewBNa5sw93wKD8sqUC6/g6L4GRn5azRtGrq+mFJpM4XCvwI1N8G9997LnDlz+P73v8/IyHvfpeHwOny+9+JyCoVXSCT+rP7485//PJFIhHg8Pu5uYGBggCuvvJJt27Zx8OBByuUyU6ZMIZ/Pc/BgrUN7IBAgGAwyb948SqUS+XyeY8eOccMNN7BkyRKi0RHeeuty+vpuRYiGsz4Pvb1tWNZ7rZ0UJYRl1TJX77nnHtra2tB1HafTycDAAAMDA7Kvr6+aTqfLLpfrzd7e3qcty9p0oftD2Vxa2MLD5mOLEMIHLGlra7td07TPVqvV1o6ODq29vV2dMmUK4XB40spG+3w+QqEQHo+HTCbD6OgoxeLkB/j7/X7a29uJRqNkMplzuu9CocD3vvc9AHy+Pycc/skp558L4VEqbaFa7cM0Y1x11QvEYjGGhoYoFouEQiEKhQL5fB4hBD6fDyklHo8Hr9fLgw8+yOHDhzlw4EC96No4Pp+PhoYG8vk8qdR7JSa++c1v4nROtIh8EJZlkUqlGBoaYsOGDTidTq677jo+9alPUal42bLlAD09/4tK5fT3XcvqGqJa7ceyklhWDtPso1odRFHWYpomxWIRn8/HggUL8Hq99fe/1jSuj2g0avX09FQNw8jpuv4fPT09/yql3CKlHDjjg7SxGcMWHjY2Y4haisVVgUDgpsbGxs8Vi8XuUCjkaG9v11paWkRHRwc+n+98r4FAIEBDQwO6rpPNZkmn03WT+2SgqiqdnZ1IKRkYGBjrUHr2mKbJ+vXreffdd+noOIzDMeOU8z+s8MhkniGV+gukTAO1VNP589uJxWIsXryYjo6OeubRiYhEIoRCIfr7+48772OuhXoacSAQwOPxsH//fvx+P1OnTiUUCp1wn9lslv3792OaJj6fDyEE0WiUeDxOMpkkk8kwbdo0Vq5cSWfnlahqK7t3X8WOHVPIZk/tEjTNFIbxRwxjz9jPg1SrvVSrRxDCSUuLjtvtRtd1AoEAqqqiqioLFy4kGAxiGAaxWGw88Lkaj8dNTdPipmluGBwcXE8tRuPkEaQ2NmeILTxsbE6BEKJDCLGoo6PjViHECsMwWpqbm9W2tjattbW17p44T6+N3++noaEBt9tNLpcjk8mQy+UmxAucD4LBIK2trSQSiePu6s+W559/nsOHD7N69WrWrVvHww8/XE8zfj8vvfQSt956auFx5MgRFixYQKVSQVEUfD4f8Xj8uDnf/va3T8ty5Xa76ejoIJfLEY/HP9Q5LpVKKIrC0aNH8Xg8tLa2cvDgQX71q1/R0dHB7Nmz60G88+bNY9myZXR1dWFZFg6Hg5aWFkZHR9m/fz+dnZ1cf/319X3HYjG2bNnC1q1b2b59OwcPHiQWi1GtVgmHw7S2thIOh2loaCAYDBIKhXC7j6+mapomQ0ND43VXzMHBQdM0zayu6+8MDAw8V6lU3gL2SSnPjdq0sTkBF5PwuPhalNp87BkzKQ8AL0CtmFksFpu5e/fuJVOnTr3TMIyllmUFI5GI2tLSoobDYdHS0kIwGDxrN42UkkwmQyaTQQiB1+slEAjQ1taGYRj15wzDOPsDPQHpdJpcLkdLSwtNTU0MDg6eE8vLNddcw7vvvsu6desAztg1sWvXLh5//HGWLFmC3+8nna5ZNj772c8yOjqKw+Fg3FU2f/78D3wfNE2jra0Nh8NBf38/pdKZ9x17f42W5uZmEokEoVDoOME2MDDAxo0bCQaDdTGnaRpHjx7ltddeY/PmzccVdbv88stZvnw5v/3tb0kkEuTzeVpbW2ltbaWtrY1ly5YRDAbrFpQ/pVgscuzYMRKJBMlk0ozFYmalUim53e7dyWTy+Ww2+waw0260ZvNxxrZ42FySiFo3u8uEEJ/o6OhYoarqDaVSqdPn8zna29vVxsZGpbm5mXA4fM6sI06nk0AgQCAQQNM08vk8uVyOXC53zlwj70fXdTo6OjBNk1gsRrlc/tD7WrNmDalUioULF+LxeFi/fv0JXRQns3hcf/31/O53vwPgF7/4BY8++ijDw8MArFy5kuuuu+601qEoCs3NzQQCAeLxeF3AnAmmafLyyy+zdevW+raFCxfWH2uaRnd3N/Pnz+emm25CSkk2m+X1119n/fr1Jwzivfrqq9m+fftx21auXMm1116LokysA2KaJqlUikQiwfDwsIzFYubIyIipquqIpmnvDAwMvGwYxjZgj10Z1OZiwLZ42NicJWNm6QNj49/Htwshmg4fPnxVMBi8trGxcWW5XJ4jpfT7/X61ublZbWhoUMLhcD1F8UwsJJVKhWQySTKZRAiBx+PB7/cTiUQQQpDP5+vjXGSolMtljhw5gtfrpbOzE8MwiMfjZyVAli5dypo1a87obwYHB/nKV77CrbfeyubNm3n22WcJBAJ14XE6hdBUVaWpqYlQKEQymeTAgQMfav0AmzdvPk50PPnkk6xZs4Z77rmHuXPn4vf72bdvH7t27WLDhg1ks8eHSvj9tXL/5XKZcrmM0+msF7Ybr+sBcNlll1GtVuvv+ejoqBwaGjKHh4cty7KKLpfraLlcfj0ajf4W2An0SPtOzuZjyFis3pGxAfANKeWuk863Pyc2H3XGipw1A1e43e6rWlpalpumebVhGGGXy+Vobm5WGhoa1EAgQCgUqvvpz0SUKIqC1+vF6/Xi8XhwOBz11Mx8Pn9OsmV8Ph/Nzc1IKRkaGjqj4mNSSt544w1+85vfAPDEE0/wta99bUKBt5deeolVq1ahKEq9kux3v/tdvvWtb7Fs2TI2bdoEwKc//WlUVcXn83HNNSe/MRrvKOz1ehkeHmZkZORDx8pYlsWTTz6JZVl0d3fT3d3NrFmzCAQC7Nixgz179rB7924KhUL9/GuaRiQSIRwOo6oqhmEwffp0mpqa6pk0iqIwOjpKKpUinU6TyWSsoaEhM51OW6qqZnRd/2M6nf6P4eHh3wN/BI7a8Rg2lxrn0+IhhFgA3Cel/O+nNd8WHjYfZ4QQfqAbmBGJROb7/f4l1Wp1dqVSCWma5mhsbFRCoZDq9/vFuCgZd7V8EC6Xqy5GXC7XWMnrEsVisT4+TM8Wl8tFJBLB7XbXvzBPN+bk0KFD/PKXv6Szs5P+/n5mzpzJI488wuLFi5k3bx6bN2/m4YcfntBJd8aMGRw5cgSHw8GNN97I0qVLT/oa4wXbQqEQQgiGhoY+dJqwy+XCMAyOHDnCjBkz8Pl8JBIJ9u/fTzwer8fhvP3224yOjgK1njzTpk0jHA7jdruxLKuegptKpchms3J0dNQaHh62SqVSVQiRc7lcPZVKZdvg4ODblmUdpmZJi9kWDJuPCudZePwF8AiQB3YBD5+qcq4tPGxsToIQwgFMBWbouj67tbX1WkVR5pfL5TYppVtRFC0QCIhAIKD4/X7F7XaLQCCA3+8nEAhMsJoIIXC5XLjd7vpQFAXDMCiVSnXTf7lcPi1XjaIo9YqslmXVA19PtwfMzp07KRaLDA4OEo/H0XWdJ554gq9+9asTMmo6Ozt57LHHiEajJ4x5UBQFv99PMBjE7XaTTqcZGRk5rbWMF/v60yGEoFQqkU6neeONNzBNk66uLoLBYH0NlUqFTCZDNpslk8lQKBTI5XJWNpu10um0NAzDlFKWnU7nsKIoe1Op1Fujo6N7GDMLSyknr2a9jc0FRAjxChA+zeku4P0B0GullGvft6+fULthG2fT2JyoEOLnwLNSyg0nXYstPGxsPhxjAa4tQAfQ4XK5pjU3N1+laVq3YRhTDMNoEEI4XS6X4vP5hMfjEW63W3G5XMLpdOLxeHC73QSDwbqFwOPxoOs6mqYhpaRcLlOpVDAMoz4qlcqEYFaHw1GvwKlpGrlcjnw+T6FQOG1riGEYLFiwgNdee41sNsvQ0BCHDh0iGo1yyy23MH/+fKDWAXc8xsXj8eDz+VBVtV7/5E/dSoqi4HA46sPpdOJwONB1HVVVsSyLcrlMsVgknU7XXR6FQoFCoUCpVKJSqchisSgLhYKVz+dlPp+XUkpDUZS80+kclFIeTKfTu1Op1AFqGVEDwKCdPWJjc/4RQuhSyvLY7/8ZcEgp//mk823hYWNzfhlz54SBprHR6HK5WhsbG6fruj5VCNFRrVbDhmEEpJS6oiiqqqqKx+MRPp9PcblcQlEUFEVB1KhbUsb7kZRKJfm+15OqqgpVVVEURSiKgmmaslKpjM+Z8KEXQlCpVLSxyqAnMrcIAFVVhcPhEACWZUnTNDFNU465jATU4jpUVRXvX+PYfGQNyuWyzOfzVj6fp1KpWFJKU0ppOByOnKZpw0KIuGEYvZlM5mgmk+mXUg4DI8Dw+LDdIDY2FwdCiF8B3wV2AxuBv5NSvnbS+fZn18bm4mPMzROiJlR8nKg166VNmfcEhJ1uamNzCSOEmAs8Q+06tUFK+dgp59vCw8bGxsbGxmaymBglZmNjY2NjY2NznrCFh42NjY2Njc2kYQsPGxsbGxsbm0nDFh42NjY2NjY2k4YtPGxsbGxsbGwmDVt42NjY2NjY2EwatvCwsbGxsbGxmTT+P1XRebHdYjk3AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "# 创建子图，设置投影\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.Mollweide(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "## 在绘制这种地图时以下设置坐标刻度的方式不适用，仅适用于等距圆柱投影（至今发现）\n",
    "'''\n",
    "# # 添加坐标轴\n",
    "# ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ## 经纬度格式，把0经度设置不加E和W\n",
    "# lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "# lat_formatter = LatitudeFormatter(auto_hide=False)\n",
    "# ax.xaxis.set_major_formatter(lon_formatter)\n",
    "# ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "# ax.tick_params(axis='y',labelsize=10)\n",
    "# ax.set_xlabel('经度')\n",
    "# ax.set_ylabel('纬度')\n",
    "'''\n",
    "# 设置坐标刻度\n",
    "ax.gridlines(draw_labels=True)\n",
    "\n",
    "# 设置标题\n",
    "ax.set_title('2017年7月的全球海温分布的等值线填色图')\n",
    "\n",
    "# 画图\n",
    "colorbar=ax.contourf(lon,lat,sst2017.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# Robinson(罗宾逊投影)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x1d0b192ed30>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "# 创建子图，设置投影\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.Robinson(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "## 在绘制这种地图时以下设置坐标刻度的方式不适用，仅适用于等距圆柱投影（至今发现）\n",
    "'''\n",
    "# # 添加坐标轴\n",
    "# ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ## 经纬度格式，把0经度设置不加E和W\n",
    "# lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "# lat_formatter = LatitudeFormatter(auto_hide=False)\n",
    "# ax.xaxis.set_major_formatter(lon_formatter)\n",
    "# ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "# ax.tick_params(axis='y',labelsize=10)\n",
    "# ax.set_xlabel('经度')\n",
    "# ax.set_ylabel('纬度')\n",
    "'''\n",
    "# 设置坐标刻度\n",
    "ax.gridlines(draw_labels=True)\n",
    "\n",
    "# 设置标题\n",
    "ax.set_title('2017年7月的全球海温分布的等值线填色图')\n",
    "\n",
    "# 画图\n",
    "colorbar=ax.contourf(lon,lat,sst2017.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x1d0b1b4cac0>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 648x432 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig=plt.figure(figsize=(9,6))\n",
    "# 创建子图，设置投影\n",
    "ax=fig.subplots(1,1,subplot_kw={'projection':ccrs.Mercator(central_longitude=180)})\n",
    "# 添加海岸线和陆地\n",
    "ax.add_feature(cfeature.COASTLINE.with_scale('50m'))\n",
    "ax.add_feature(cfeature.LAND,facecolor='grey')\n",
    "## 在绘制这种地图时以下设置坐标刻度的方式不适用，仅适用于等距圆柱投影（至今发现）\n",
    "'''\n",
    "# # 添加坐标轴\n",
    "# ax.set_xticks(np.arange(-180, 180 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ax.set_yticks(np.arange(-90, 90 + 30, 30), crs=ccrs.PlateCarree())\n",
    "# ## 经纬度格式，把0经度设置不加E和W\n",
    "# lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "# lat_formatter = LatitudeFormatter(auto_hide=False)\n",
    "# ax.xaxis.set_major_formatter(lon_formatter)\n",
    "# ax.yaxis.set_major_formatter(lat_formatter)\n",
    "# 设置刻度大小\n",
    "# ax.tick_params(axis='y',labelsize=10)\n",
    "# ax.set_xlabel('经度')\n",
    "# ax.set_ylabel('纬度')\n",
    "'''\n",
    "# 设置坐标刻度\n",
    "ax.gridlines(draw_labels=True)\n",
    "\n",
    "# 设置标题\n",
    "ax.set_title('2017年7月的全球海温分布的等值线填色图')\n",
    "\n",
    "# 画图\n",
    "colorbar=ax.contourf(lon,lat,sst2017.data,cmap='bwr',transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "当改变axes的投影时，数据的transform必须与数据本身的投影保持一致，这样绘制的图才是正确的\n",
    "只要transform关键字设置正确，数据就可以在任意投影下显示正确"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "咱们拿到的气象数据一般都是等距圆柱投影，所以transform 设置成PlateCarree就好了"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
